Florida B.E.S.T. Mathematics Standards

Explore Florida B.E.S.T. Math Benchmarks by Grade

Browse Florida B.E.S.T. Mathematics benchmarks from Kindergarten through Grade 5, then see how PM Math turns those standards into focused practice for the skills your child is learning.

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PM Math browse-by-benchmark screen showing Florida B.E.S.T. math standards organized for practice

Turn Florida benchmarks into focused math practice

PM Math connects the standards parents see on reports and homework to short, grade-level practice sessions.

By Benchmark

Practice by benchmark

Students can work on skills aligned to specific Florida B.E.S.T. Mathematics benchmarks, not a random mix of worksheets.

Florida K–5

Built for Florida K–5

Practice is organized around the math expectations Florida students encounter from Kindergarten through Grade 5.

For Parents

Clear progress for parents

PM Math helps parents understand what their child is practicing instead of presenting math as an unstructured pile of problems.

Find what your child is learning

This page is a parent-friendly directory of Florida math benchmarks, and a starting point for practice that matches them.

  1. 1

    Choose your child's grade

    Start with Kindergarten through Grade 5. Each grade has its own Florida B.E.S.T. Mathematics benchmarks.

  2. 2

    Browse by strand or skill

    Open a strand such as Number Sense or Fractions to find the exact benchmark codes teachers and reports use.

  3. 3

    Practice those concepts in PM Math

    Move from the standard to focused practice so your child works on the skills they are actually learning.

Choose a grade to explore

Each grade includes a complete Florida B.E.S.T. Mathematics benchmark directory below, plus a practice guide with examples and PM Math details.

K

Kindergarten

Five strands · no separate Fractions strand

Kindergarten Florida math focuses on counting and writing numerals to 20, ordinal positions, comparing groups, making 10, measuring attributes such as length, volume, and weight, naming 2D and 3D shapes, and sorting data into categories. Kindergarten uses five strands and does not include a separate Fractions strand.

1

Grade 1

Six strands · Fractions begins here

First graders build place value with tens and ones, add and subtract within 20, tell time to the hour and half-hour, work with coins, and begin Fractions by partitioning shapes into halves and fourths. Geometric Reasoning and simple data displays round out the grade.

2

Grade 2

Six strands · includes Fractions, symmetry, and perimeter

Second grade extends numbers through 1,000, builds addition and subtraction fluency within 100 while exploring larger numbers, partitions shapes into equal shares, measures length and money, identifies lines of symmetry, and finds perimeter. Fractions continue as students name halves, thirds, and fourths.

3

Grade 3

Six strands · multiplication, division, and fraction equivalence grow

Third grade deepens place value to 10,000, multiplies and divides with related facts through 12, solves multi-step word problems, compares and finds equivalent fractions, tells time to the minute, and works with area and perimeter of rectangles.

4

Grade 4

Six strands · decimals, multi-digit operations, and angles

Fourth graders work with place value to 1,000,000, decimals to the hundredths, multi-digit multiplication and division, fraction–decimal connections, unit conversions, angle measurement with a protractor, and data summaries such as mode, median, and range.

5

Grade 5

Six strands · unlike-denominator fractions, volume, and coordinate plane

Fifth grade extends decimals to the thousandths, evaluates expressions with order of operations, adds and subtracts fractions with unlike denominators, multiplies fractions and explores division involving unit fractions, converts units in multi-step problems, explores volume, and plots points in Quadrant I.

How Florida elementary math is organized

Across elementary grades, Florida B.E.S.T. Mathematics uses major strands such as the ones below. Not every grade includes every strand in the same way, especially Fractions, which begins as a separate strand in Grade 1.

Number Sense and Operations

How students understand numbers, place value, and the core operations they use to solve problems.

Algebraic Reasoning

Word problems, equations, unknown numbers, patterns, and early ways of thinking about relationships between quantities.

Fractions

Equal shares, fraction language, and later fraction operations. A separate Fractions strand begins in Grade 1. Kindergarten does not have one.

Measurement

Length, time, money, and other measurable attributes students learn to estimate, compare, and calculate.

Geometric Reasoning

Shapes, attributes, perimeter, area, angles, and spatial reasoning that grow more formal across the grades.

Data Analysis and Probability

Collecting, representing, and interpreting information with tallies, graphs, tables, and summary measures.

What is a Florida B.E.S.T. math benchmark?

Individual benchmark IDs identify specific grade-level mathematical expectations. Parents often see codes like MA.3.NSO.2.4 on report cards, homework, or progress notes.

A helpful way to read a code like that:

  • MA means Mathematics
  • The next part identifies the grade (K for Kindergarten, or 15 for Grades 1–5)
  • The strand abbreviation follows (NSO for Number Sense and Operations, AR, FR, M, GR, or DP)
  • The next number identifies the standard within that strand
  • The final number identifies the specific benchmark within that standard

You do not need to memorize the full taxonomy. Recognizing the grade and strand in a code is usually enough to find the right practice focus.

Benchmark directory

Browse Florida B.E.S.T. Math Benchmarks

The directory below lists Florida B.E.S.T. Mathematics benchmarks for Kindergarten through Grade 5, organized by grade and strand. Exact benchmark IDs stay visible so you can match report-card codes to the skills your child is practicing.

Kindergarten Florida B.E.S.T. Math Benchmarks

22 benchmarks · grouped by strand

Kindergarten practice
NSONumber Sense and Operations9 benchmarks
MA.K.NSO.1.1
Count up to 20 objects and write the matching numeral, even after the objects are rearranged.
MA.K.NSO.1.2
Given a number from 0 to 20, count out that many objects.
MA.K.NSO.1.3
Identify ordinal positions (first, second, third, fourth, or fifth) in a sequence.
MA.K.NSO.1.4
Compare two groups of up to 20 objects using less than, equal to, or greater than.
MA.K.NSO.2.1
Recite number names to 100 by ones and tens; count forward within 100 and backward within 20.
MA.K.NSO.2.2
Show numbers 10–20 as one ten and some ones with objects, drawings, or equations.
MA.K.NSO.2.3
Locate, order, and compare numbers 0–20 on a number line using comparison language (not symbols).
MA.K.NSO.3.1
Explore adding two numbers within 10 and the related subtraction facts.
MA.K.NSO.3.2
Add one-digit numbers with sums through 10 and subtract related facts with a reliable method.
ARAlgebraic Reasoning4 benchmarks
MA.K.AR.1.1
For any number 1–9, find the partner that makes 10.
MA.K.AR.1.2
Show a number from 0–10 as different sums of two numbers.
MA.K.AR.1.3
Solve real-world addition and subtraction problems within 10 using objects, drawings, or equations.
MA.K.AR.2.1
Explain why an addition or subtraction equation is true using objects or drawings.
MMeasurement3 benchmarks
MA.K.M.1.1
Identify measurable attributes of an object, such as length, volume, or weight.
MA.K.M.1.2
Directly compare two objects that share a measurable attribute and describe the difference.
MA.K.M.1.3
Measure length up to 20 nonstandard units by laying identical objects end to end with no gaps.
GRGeometric Reasoning5 benchmarks
MA.K.GR.1.1
Name 2D and 3D figures (circle, triangle, rectangle, square, sphere, cube, cone, cylinder) in any size or orientation.
MA.K.GR.1.2
Compare and sort 2D figures by similarities, differences, and positions.
MA.K.GR.1.3
Compare and sort 3D figures (sphere, cube, cone, cylinder) by similarities, differences, and positions.
MA.K.GR.1.4
Find real-world objects that can be modeled by a given 2D or 3D figure.
MA.K.GR.1.5
Combine simple 2D shapes (triangles, rectangles, squares) to form a given composite figure.
DPData Analysis and Probability1 benchmark
MA.K.DP.1.1
Sort objects into categories, count each group, and compare the categories.

1st Grade Florida B.E.S.T. Math Benchmarks

26 benchmarks · grouped by strand

Grade 1 practice
NSONumber Sense and Operations9 benchmarks
MA.1.NSO.1.1
Count forward and backward within 120 by ones; skip count by 2s to 20 and by 5s to 100.
MA.1.NSO.1.2
Read numbers 0–100 in standard, expanded, and word form; write them in standard and expanded form.
MA.1.NSO.1.3
Compose and decompose two-digit numbers as tens and ones in multiple ways.
MA.1.NSO.1.4
Plot, order, and compare whole numbers up to 100.
MA.1.NSO.2.1
Recall addition facts with sums to 10 and related subtraction facts automatically.
MA.1.NSO.2.2
Add within 20 and subtract related facts using a reliable method.
MA.1.NSO.2.3
Find one more, one less, ten more, and ten less than a two-digit number.
MA.1.NSO.2.4
Explore adding a two-digit number and a one-digit number with sums to 100.
MA.1.NSO.2.5
Explore subtracting a one-digit number from a two-digit number.
ARAlgebraic Reasoning5 benchmarks
MA.1.AR.1.1
Use properties of addition to find a sum of three or more whole numbers within 20.
MA.1.AR.1.2
Solve real-world addition and subtraction problems within 20 using objects, drawings, or equations.
MA.1.AR.2.1
Restate a subtraction problem as a missing-addend problem.
MA.1.AR.2.2
Decide whether addition or subtraction equations are true or false and explain why.
MA.1.AR.2.3
Find the unknown number in an addition or subtraction equation within 20 (unknown in any position).
FRFractions1 benchmark
MA.1.FR.1.1
Partition circles and rectangles into two or four equal parts and name them as halves or fourths.
MMeasurement5 benchmarks
MA.1.M.1.1
Estimate length to the nearest inch and measure to the nearest inch or centimeter.
MA.1.M.1.2
Compare and order the lengths of up to three objects using direct or indirect comparison.
MA.1.M.2.1
Tell and write time to the hour and half-hour on analog and digital clocks.
MA.1.M.2.2
Identify pennies, nickels, dimes, and quarters; use the ¢ symbol; know how many of each equal a dollar.
MA.1.M.2.3
Find the value of coin combinations up to $1 and of $1, $5, and $10 bills up to $100.
GRGeometric Reasoning4 benchmarks
MA.1.GR.1.1
Identify, compare, and sort 2D and 3D figures by defining attributes.
MA.1.GR.1.2
Sketch 2D figures (triangles, rectangles, squares, hexagons) from given attributes.
MA.1.GR.1.3
Compose and decompose 2D and 3D figures.
MA.1.GR.1.4
Identify parts of a real-world object that can be modeled by 2D or 3D figures.
DPData Analysis and Probability2 benchmarks
MA.1.DP.1.1
Collect categorical data and represent it with tally marks or pictographs.
MA.1.DP.1.2
Interpret tally charts and pictographs by finding totals and comparing categories.

2nd Grade Florida B.E.S.T. Math Benchmarks

27 benchmarks · grouped by strand

Grade 2 practice
NSONumber Sense and Operations8 benchmarks
MA.2.NSO.1.1
Read and write numbers 0–1,000 in standard, expanded, and word form.
MA.2.NSO.1.2
Compose and decompose three-digit numbers using hundreds, tens, and ones in multiple ways.
MA.2.NSO.1.3
Plot, order, and compare whole numbers up to 1,000.
MA.2.NSO.1.4
Round whole numbers from 0 to 100 to the nearest 10.
MA.2.NSO.2.1
Recall addition facts with sums to 20 and related subtraction facts automatically.
MA.2.NSO.2.2
Identify ten more, ten less, one hundred more, and one hundred less than a three-digit number.
MA.2.NSO.2.3
Add with sums up to 100 and subtract within 100 using a reliable method.
MA.2.NSO.2.4
Explore addition and subtraction with numbers up to 1,000.
ARAlgebraic Reasoning5 benchmarks
MA.2.AR.1.1
Solve one- and two-step real-world addition and subtraction problems (sums up to 100).
MA.2.AR.2.1
Determine whether addition and subtraction equations are true or false and explain why.
MA.2.AR.2.2
Find the unknown number in an addition or subtraction equation (unknown in any position).
MA.2.AR.3.1
Represent even and odd numbers with equal groups or equal addends (with one left over for odds).
MA.2.AR.3.2
Use repeated addition and arrays to find the total in equal groups (totals up to 25).
FRFractions2 benchmarks
MA.2.FR.1.1
Partition circles and rectangles into two, three, or four equal parts and describe the whole as halves, thirds, or fourths.
MA.2.FR.1.2
Partition the same rectangle into equal parts in different ways to show that equal shares can look different.
MMeasurement5 benchmarks
MA.2.M.1.1
Estimate and measure length to the nearest inch, foot, yard, centimeter, or meter with an appropriate tool.
MA.2.M.1.2
Measure two objects with the same unit and find the difference between the lengths.
MA.2.M.1.3
Solve one- and two-step real-world length problems using addition and subtraction.
MA.2.M.2.1
Tell and write time to the nearest five minutes using a.m. and p.m., including half- and quarter-hour language.
MA.2.M.2.2
Solve one- and two-step money problems with bills within $100 or coins within 100¢.
GRGeometric Reasoning5 benchmarks
MA.2.GR.1.1
Identify and draw 2D figures by defining attributes (triangles through octagons).
MA.2.GR.1.2
Categorize 2D figures by sides, vertices, closed/open shape, and curved or straight edges.
MA.2.GR.1.3
Identify line(s) of symmetry for a two-dimensional figure.
MA.2.GR.2.1
Explore perimeter by placing unit segments along a boundary; find rectangle perimeters by counting units.
MA.2.GR.2.2
Find the perimeter of a polygon with whole-number side lengths (triangles, rectangles, squares, pentagons).
DPData Analysis and Probability2 benchmarks
MA.2.DP.1.1
Collect, categorize, and represent data with tallies, tables, pictographs, or bar graphs.
MA.2.DP.1.2
Interpret data displays and solve related addition and subtraction problems.

3rd Grade Florida B.E.S.T. Math Benchmarks

34 benchmarks · grouped by strand

Grade 3 practice
NSONumber Sense and Operations8 benchmarks
MA.3.NSO.1.1
Read and write numbers from 0 to 10,000 in standard, expanded, and word form.
MA.3.NSO.1.2
Compose and decompose four-digit numbers using thousands, hundreds, tens, and ones.
MA.3.NSO.1.3
Plot, order, and compare whole numbers up to 10,000.
MA.3.NSO.1.4
Round whole numbers from 0 to 1,000 to the nearest 10 or 100.
MA.3.NSO.2.1
Add and subtract multi-digit whole numbers, including with a standard algorithm.
MA.3.NSO.2.2
Explore multiplication of two whole numbers with products 0–144 and related division facts.
MA.3.NSO.2.3
Multiply a one-digit number by a multiple of 10 (up to 90) or 100 (up to 900).
MA.3.NSO.2.4
Multiply two whole numbers from 0 to 12 and divide using related facts with a reliable method.
ARAlgebraic Reasoning8 benchmarks
MA.3.AR.1.1
Apply the distributive property to multiply a one-digit number by a two-digit number; use multiplication properties for one-digit factors.
MA.3.AR.1.2
Solve one- and two-step real-world problems using any of the four operations.
MA.3.AR.2.1
Restate a division problem as a missing-factor multiplication problem.
MA.3.AR.2.2
Determine whether a multiplication or division equation is true or false and explain why.
MA.3.AR.2.3
Find the unknown number in a multiplication or division equation (unknown in any position).
MA.3.AR.3.1
Determine and explain whether a whole number from 1 to 1,000 is even or odd.
MA.3.AR.3.2
Determine whether a whole number from 1 to 144 is a multiple of a given one-digit number.
MA.3.AR.3.3
Identify, create, and extend numerical patterns.
FRFractions5 benchmarks
MA.3.FR.1.1
Represent and interpret unit fractions as equal parts of a whole, a set, or a number-line point.
MA.3.FR.1.2
Represent and interpret fractions, including fractions greater than one, as sums of unit fractions.
MA.3.FR.1.3
Read and write fractions (including fractions greater than one) in standard, numeral-word, and word form.
MA.3.FR.2.1
Plot, order, and compare fractions that share the same numerator or the same denominator.
MA.3.FR.2.2
Identify equivalent fractions and explain why they are equivalent.
MMeasurement4 benchmarks
MA.3.M.1.1
Select and use tools to measure length, liquid volume in a beaker, and temperature.
MA.3.M.1.2
Solve real-world problems with whole-number lengths, masses, weights, temperatures, or liquid volumes.
MA.3.M.2.1
Tell and write time to the nearest minute on analog and digital clocks using a.m. and p.m.
MA.3.M.2.2
Solve one- and two-step real-world problems involving elapsed time.
GRGeometric Reasoning7 benchmarks
MA.3.GR.1.1
Describe and draw points, lines, line segments, rays, and intersecting, perpendicular, and parallel lines; identify them in figures.
MA.3.GR.1.2
Identify and draw quadrilaterals (parallelograms, rhombi, rectangles, squares, trapezoids) by defining attributes.
MA.3.GR.1.3
Draw line(s) of symmetry in a 2D figure and identify line-symmetric figures.
MA.3.GR.2.1
Explore area by covering a figure with unit squares; find rectangle areas by counting unit squares.
MA.3.GR.2.2
Find the area of a rectangle with whole-number side lengths using a visual model and a multiplication formula.
MA.3.GR.2.3
Solve perimeter and area problems for rectangles with whole-number side lengths.
MA.3.GR.2.4
Solve perimeter and area problems for composite figures made of non-overlapping rectangles.
DPData Analysis and Probability2 benchmarks
MA.3.DP.1.1
Collect and represent whole-number data with tables, scaled pictographs, scaled bar graphs, or line plots.
MA.3.DP.1.2
Interpret tables, scaled pictographs, circle graphs, scaled bar graphs, or line plots by solving one- and two-step problems.

4th Grade Florida B.E.S.T. Math Benchmarks

39 benchmarks · grouped by strand

Grade 4 practice
NSONumber Sense and Operations12 benchmarks
MA.4.NSO.1.1
Explain how a digit’s value changes when it moves one place left or right in a multi-digit whole number.
MA.4.NSO.1.2
Read and write multi-digit whole numbers from 0 to 1,000,000 in standard, expanded, and word form.
MA.4.NSO.1.3
Plot, order, and compare multi-digit whole numbers up to 1,000,000.
MA.4.NSO.1.4
Round whole numbers from 0 to 10,000 to the nearest 10, 100, or 1,000.
MA.4.NSO.1.5
Plot, order, and compare decimals to the hundredths.
MA.4.NSO.2.1
Recall multiplication facts with factors up to 12 and related division facts automatically.
MA.4.NSO.2.2
Multiply up to a three-digit number by a two-digit number using a reliable method.
MA.4.NSO.2.3
Multiply two numbers of up to two digits each using a standard algorithm.
MA.4.NSO.2.4
Divide a whole number up to four digits by a one-digit number; express remainders as fractional parts of the divisor.
MA.4.NSO.2.5
Explore multi-digit multiplication and division using estimation, rounding, and place value.
MA.4.NSO.2.6
Identify one-tenth or one-hundredth more or less than a given number.
MA.4.NSO.2.7
Explore adding and subtracting multi-digit decimals to the hundredths.
ARAlgebraic Reasoning7 benchmarks
MA.4.AR.1.1
Solve real-world multiplication and division problems with whole numbers, including interpreting remainders.
MA.4.AR.1.2
Solve real-world problems involving addition and subtraction of fractions with like denominators.
MA.4.AR.1.3
Solve real-world problems involving multiplication of a fraction by a whole number (or a whole number by a fraction).
MA.4.AR.2.1
Determine whether an equation using any of the four operations with whole numbers is true or false.
MA.4.AR.2.2
Write a multiplication or division equation with a letter for the unknown in a real-world or math context.
MA.4.AR.3.1
Find factor pairs for numbers 0–144 and decide whether a number is prime, composite, or neither.
MA.4.AR.3.2
Generate, describe, and extend a numerical pattern that follows a given rule.
FRFractions8 benchmarks
MA.4.FR.1.1
Model a fraction with denominator 10 as an equivalent fraction with denominator 100 (including mixed numbers).
MA.4.FR.1.2
Write fractions with denominators 10 or 100 as decimals, and decimals as those fractions.
MA.4.FR.1.3
Identify and generate equivalent fractions, including fractions greater than one, and describe how the parts change.
MA.4.FR.1.4
Plot, order, and compare fractions with different numerators and different denominators (including mixed numbers).
MA.4.FR.2.1
Decompose a fraction into a sum of same-denominator fractions in multiple ways.
MA.4.FR.2.2
Add and subtract fractions with like denominators, including mixed numbers, using a reliable method.
MA.4.FR.2.3
Explore adding a denominator-10 fraction to a denominator-100 fraction using equivalent fractions.
MA.4.FR.2.4
Explore multiplying a fraction by a whole number or a whole number by a fraction.
MMeasurement4 benchmarks
MA.4.M.1.1
Select and use tools to measure length, volume, weight, mass, and temperature.
MA.4.M.1.2
Convert measurements within a single system (length, mass/weight, capacity, and time).
MA.4.M.2.1
Solve two-step real-world problems involving distances and intervals of time.
MA.4.M.2.2
Solve one- and two-step real-world money problems using decimal notation.
GRGeometric Reasoning5 benchmarks
MA.4.GR.1.1
Identify and classify angles as acute, right, obtuse, straight, or reflex.
MA.4.GR.1.2
Estimate, measure, and draw angles in whole-number degrees; recognize that angle measure is additive.
MA.4.GR.1.3
Solve problems with unknown whole-number angle measures and write an equation for the unknown.
MA.4.GR.2.1
Solve perimeter and area problems for rectangles, including unknown side lengths.
MA.4.GR.2.2
Solve problems about rectangles with the same perimeter and different areas, or the same area and different perimeters.
DPData Analysis and Probability3 benchmarks
MA.4.DP.1.1
Collect and represent numerical data, including fractional values, with tables, stem-and-leaf plots, or line plots.
MA.4.DP.1.2
Find the mode, median, or range of numerical data, including fractional values.
MA.4.DP.1.3
Solve real-world problems involving numerical data.

5th Grade Florida B.E.S.T. Math Benchmarks

36 benchmarks · grouped by strand

Grade 5 practice
NSONumber Sense and Operations10 benchmarks
MA.5.NSO.1.1
Explain how a digit’s value changes when it moves one or more places left or right in a decimal number to the thousandths.
MA.5.NSO.1.2
Read and write multi-digit decimals to the thousandths in standard, word, and expanded form.
MA.5.NSO.1.3
Compose and decompose multi-digit decimals to the thousandths using place value.
MA.5.NSO.1.4
Plot, order, and compare multi-digit decimals to the thousandths.
MA.5.NSO.1.5
Round multi-digit decimals to the nearest hundredth, tenth, or whole number.
MA.5.NSO.2.1
Multiply multi-digit whole numbers using a standard algorithm.
MA.5.NSO.2.2
Divide multi-digit whole numbers up to five digits by two digits using a standard algorithm; represent remainders as fractions.
MA.5.NSO.2.3
Add and subtract multi-digit decimals to the thousandths using a standard algorithm.
MA.5.NSO.2.4
Explore multiplication and division of decimals to the hundredths using estimation, rounding, and place value.
MA.5.NSO.2.5
Multiply and divide a decimal (to the tenths) by one-tenth and one-hundredth using a reliable method.
ARAlgebraic Reasoning9 benchmarks
MA.5.AR.1.1
Solve multi-step real-world problems with whole numbers using any of the four operations, including interpreting remainders.
MA.5.AR.1.2
Solve real-world problems involving addition, subtraction, or multiplication of fractions (including mixed numbers).
MA.5.AR.1.3
Solve real-world problems involving division of a unit fraction by a whole number or a whole number by a unit fraction.
MA.5.AR.2.1
Translate between written descriptions and numerical expressions.
MA.5.AR.2.2
Evaluate multi-step numerical expressions using the order of operations.
MA.5.AR.2.3
Determine whether an equation involving any of the four operations is true or false and explain why.
MA.5.AR.2.4
Write an equation with a variable for an unknown whole number in a math or real-world context.
MA.5.AR.3.1
Given a numerical pattern, identify and write a rule that describes it as an expression.
MA.5.AR.3.2
Given a pattern rule, record inputs and outputs in a two-column table.
FRFractions5 benchmarks
MA.5.FR.1.1
Represent the division of two whole numbers as a fraction in a math or real-world problem.
MA.5.FR.2.1
Add and subtract fractions with unlike denominators, including mixed numbers, using a reliable method.
MA.5.FR.2.2
Multiply a fraction by a fraction, including mixed numbers, using a reliable method.
MA.5.FR.2.3
Predict and explain how multiplying by a fraction less than 1 or greater than 1 changes the size of a number, without calculating first.
MA.5.FR.2.4
Explore dividing a unit fraction by a whole number and a whole number by a unit fraction.
MMeasurement2 benchmarks
MA.5.M.1.1
Solve multi-step real-world problems that convert measurement units within the same system.
MA.5.M.2.1
Solve multi-step real-world money problems using decimal notation.
GRGeometric Reasoning8 benchmarks
MA.5.GR.1.1
Classify triangles or quadrilaterals into categories based on shared defining attributes and explain why.
MA.5.GR.1.2
Identify and classify 3D figures (right pyramids, prisms, cylinders, cones, spheres) by defining attributes.
MA.5.GR.2.1
Find the perimeter and area of a rectangle with fractional or decimal side lengths using models and formulas.
MA.5.GR.3.1
Explore volume by packing figures with unit cubes; find the volume of a right rectangular prism by counting unit cubes.
MA.5.GR.3.2
Find the volume of a right rectangular prism with whole-number side lengths using a visual model and a formula.
MA.5.GR.3.3
Solve real-world volume problems for right rectangular prisms, including unknown edge lengths and composite figures.
MA.5.GR.4.1
Identify the origin and axes; plot and label ordered pairs in the first quadrant.
MA.5.GR.4.2
Represent math and real-world problems by plotting points in the first quadrant and interpreting coordinates.
DPData Analysis and Probability2 benchmarks
MA.5.DP.1.1
Collect and represent numerical data, including fractional and decimal values, with tables, line graphs, or line plots.
MA.5.DP.1.2
Interpret whole-number data in tables or line plots by finding the mean, mode, median, or range.

Progress monitoring

How FAST Mathematics relates to B.E.S.T. standards

Florida's statewide mathematics progress monitoring is connected to the same grade-level expectations described in the B.E.S.T. Mathematics Standards. The standards define what students learn; progress monitoring helps schools check growth during the year.

Kindergarten–Grade 2: Students participate in Florida FAST Mathematics progress monitoring. For these grades, mathematics progress monitoring uses Renaissance Star Mathematics during PM1, PM2, and PM3. That experience differs from the FAST Mathematics assessments used in Grades 3–8.

Grades 3–5: Students participate in FAST Mathematics progress monitoring tied to grade-level Florida mathematics expectations. For grade-by-grade practice details, open the Grade 3, Grade 4, and Grade 5 guides linked above.

PM Math is an independent practice resource aligned to Florida B.E.S.T. Mathematics standards. It is not operated by, endorsed by, or affiliated with the Florida Department of Education or Renaissance Learning, and it is not an official FAST product.

Florida B.E.S.T. Math Standards FAQ

What are the Florida B.E.S.T. Math Standards?
They are Florida's grade-level expectations for what students should know and be able to do in mathematics. At the elementary level, they organize skills into broader strands and more specific benchmarks.
What does B.E.S.T. mean?
B.E.S.T. stands for Benchmarks for Excellent Student Thinking, Florida's academic standards framework adopted for subjects including mathematics.
Are Florida math standards different by grade?
Yes. Each grade has its own set of expectations. Kindergarten focuses on foundational counting, shapes, and early operations, while later grades add place value depth, fractions, multi-digit operations, and more advanced geometry and data skills.
Does every elementary grade have the same math strands?
No. Strand structure changes by grade. Kindergarten has five strands and does not include a separate Fractions strand. Grades 1–5 include Fractions along with Number Sense and Operations, Algebraic Reasoning, Measurement, Geometric Reasoning, and Data Analysis and Probability.
When do Florida students begin a separate Fractions strand?
A separate Fractions strand begins in Grade 1, when students partition shapes into equal parts and name halves and fourths. Fractions continue and grow more complex through Grade 5.
What is a Florida B.E.S.T. math benchmark?
A benchmark is a specific grade-level expectation identified by a code such as MA.3.NSO.2.4. The code helps teachers and parents locate the exact skill within Florida's mathematics standards.
How does FAST Mathematics relate to B.E.S.T. standards?
Florida's FAST Mathematics progress monitoring is designed around the state's mathematics expectations. Kindergarten through Grade 2 use Renaissance Star Mathematics for PM1, PM2, and PM3. Grades 3–5 participate in FAST Mathematics progress monitoring tied to grade-level Florida mathematics expectations. The K–2 experience differs from Grades 3–5.
Is PM Math an official Florida Department of Education program?
No. PM Math is an independent practice resource aligned to Florida B.E.S.T. Mathematics standards. It is not operated by, endorsed by, or affiliated with the Florida Department of Education or Renaissance Learning, and it is not an official FAST product.

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