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Grade 7 Math Courses - Florida Curriculum

Discover comprehensive Grade 7 math courses aligned with Florida's standards. From pre-algebra to geometry basics, we offer a structured learning path to build a strong mathematical foundation for your future academic success.

Florida Grade 7 Math Curriculum | StudyPug Topics

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FL Standard
Shortened Benchmark
StudyPug Topic
MA.7.NSO.1.1
Know and apply the Laws of Exponents to evaluate numerical expressions and generate equivalent numerical expressions

Exponent rules

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Order of operations with exponents

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MA.7.NSO.1.2
Rewrite rational numbers in different forms including fractions, mixed numbers, repeating decimals and percentages
MA.7.NSO.2.1
Solve multi-step problems involving operations with rational numbers

Prime factorization

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MA.7.NSO.2.2
Add, subtract, multiply and divide rational numbers with procedural fluency

Adding with Digits Up to 1000

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Multiplying integers

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Dividing integers

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Adding integers

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Subtracting integers

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MA.7.NSO.2.3
Solve real-world problems involving any of the four operations with rational numbers
MA.7.AR.1.1
Apply properties of operations to add and subtract linear expressions with rational coefficients
MA.7.AR.1.2
Determine whether two linear expressions are equivalent

Equivalent expressions

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Patterns

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MA.7.AR.2.1
Write and solve one-step inequalities in one variable
MA.7.AR.3.1
Apply previous understanding of percentages and ratios to solve multi-step real-world percent problems
MA.7.AR.3.2
Apply previous understanding of ratios to solve real-world problems involving proportions
MA.7.AR.3.3
Solve mathematical and real-world problems involving the conversion of units across different measurement systems
MA.7.AR.4.2
Determine the constant of proportionality within a mathematical or real-world context given a table, graph or equation

Rates

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MA.7.AR.4.3
Given a mathematical or real-world context, graph proportional relationships from a table, equation or a written description
MA.7.AR.4.4
Given any representation of a proportional relationship, translate the representation to a written description, table, equation or graph
MA.7.AR.4.5
Solve real-world problems involving proportional relationships
MA.7.GR.1.2
Solve mathematical and real-world problems involving the area of polygons or composite figures by decomposing them into triangles or quadrilaterals

Classifying triangles

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MA.7.GR.1.3
Explore the proportional relationship between circumferences and diameters of circles
MA.7.GR.1.4
Explore and apply a formula to find the area of a circle to solve mathematical and real-world problems
MA.7.GR.1.5
Solve mathematical and real-world problems involving dimensions and areas of geometric figures, including scale drawings and scale factors
MA.7.GR.2.1
Given a mathematical or real-world context, find the surface area of a right circular cylinder using the figure's net
MA.7.GR.2.3
Solve mathematical and real-world problems involving volume of right circular cylinders
MA.7.DP.1.1
Determine an appropriate measure of center or measure of variation to summarize numerical data

Median and mode

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Range and outliers

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MA.7.DP.1.2
Given two numerical or graphical representations of data, use the measure(s) of center and measure(s) of variability to make comparisons, interpret results and draw conclusions

Mean

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Application of averages

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MA.7.DP.1.3
Given categorical data from a random sample, use proportional relationships to make predictions about a population

Data collection

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MA.7.DP.1.4
Use proportional reasoning to construct, display and interpret data in circle graphs

Circle graphs

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MA.7.DP.1.5
Given a real-world numerical or categorical data set, choose and create an appropriate graphical representation
MA.7.DP.2.1
Determine the sample space for a simple experiment

Organizing outcomes

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MA.7.DP.2.2
Given the probability of a chance event, interpret the likelihood of it occurring. Compare the probabilities of chance events

Probability

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MA.7.DP.2.3
Find the theoretical probability of an event related to a simple experiment
MA.7.DP.2.4
Use a simulation of a simple experiment to find experimental probabilities and compare them to theoretical probabilities

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