Explore public exercises tagged Math.
89 public resources
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Master the interior and exterior angle sum rules for regular and irregular polygons in Grade 8 geometry. Learn to calculate angle measures, solve algebraic equations, and find the number of sides of various polygons.
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Learn to set up and solve real-world systems of linear equations across a variety of practical contexts. This learning path covers word problems involving ticket sales, motion, mixtures, costs, geometry, and business scenarios.
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This learning path covers two-way frequency tables for Grade 8 mathematics. Practice reading, calculating, and interpreting joint, marginal, and conditional relative frequencies across various scenarios and context-based data sets.
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This learning path covers lines of best fit and linear models for scatter plots. Students explore core concepts, write and interpret trend line equations, analyze bivariate data, make predictions, and apply skills to real-world scenarios.
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Explore bivariate data concepts, scatter plot patterns, lines of best fit, and two-way tables in this Grade 8 learning path. Practice identifying associations, analyzing real-world scenarios, and making predictions using trend lines.
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This learning path guides Grade 8 students through calculating the volumes of cones, cylinders, spheres, and hemispheres. Learners practice working with radii, diameters, missing dimensions, real-world word problems, and composite geometric shapes.
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This learning path explores coordinate geometry through calculating distances between points on a plane. Students practice using grid lines, slope triangles, simplified radicals, decimals, and algebraic steps to solve geometric and real-world problems.
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Master the Pythagorean Theorem through exercises covering missing hypotenuses, unknown leg lengths, decimal approximations, and Pythagorean triples. Practice applying these concepts to coordinate geometry, multi-step geometric shapes, and real-world word problems.
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Learn about angle relationships created by parallel lines and transversals. Practice identifying angle pairs, solving algebraic equations to find missing measures, proving lines are parallel, and applying geometric concepts to real-world problems.
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Explore dilations and similarity on the coordinate plane. Practice finding scale factors, working with various centers of dilation, analyzing transformations, and evaluating changes in geometric properties.
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Explore rigid transformations including translations, reflections, and rotations. Learn how coordinate rules, symmetry, and compositions apply to geometric figures on the coordinate plane.
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Explore the differences between linear and non-linear functions for Grade 8 mathematics. Students analyze equations, tables, graphs, ordered pairs, and real-world scenarios to identify and compare linear and non-linear relationships.
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Learn the fundamentals of functions for Grade 8. Practice identifying, evaluating, and comparing linear and non-linear functions using input-output tables and graphs, including rates of change, initial values, domain, and range.
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Explore grade 8 linear systems through graphing, the substitution method, and real-world applications. Practice identifying intersection points, classifying systems, handling special cases, and verifying solutions.
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Learn to determine the number of solutions to linear equations through various multi-step formats, including equations with fractions, decimals, parentheses, and variables on both sides. Build key algebra skills by analyzing equations, parameters, and word problem contexts.
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Practice solving multi-step linear equations with variables on both sides, including fractional, decimal, and negative coefficients. This collection covers the distributive property, word problems, special solution types, and comprehensive linear equation review for Grade 8.
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Practice working with linear equations in slope-intercept form through various representations, real-world applications, and line relationships. Learn to identify key features, write equations, interpret graphs, and solve comprehensive grade 8 linear algebra problems.
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Explore how slope represents rate of change across various real-world scenarios in Grade 8 mathematics. Practice interpreting graphs, calculating unit rates, comparing slopes, and analyzing linear contexts.
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Master conversions, comparisons, and arithmetic operations using scientific notation. This learning path covers converting large and small numbers, performing operations with like and unlike exponents, and solving real-world application problems.
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Learn and practice exponent rules and properties through structured exercises covering product, quotient, power, zero, and negative exponent rules. Master simplifying complex monomial expressions, evaluating numerical terms, and verifying algebraic equivalence.
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Explore estimating, approximating, comparing, and plotting square roots and cube roots. Practice identifying nearest perfect powers, determining ranges, and solving real-world applications involving radical expressions.
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Explore the differences between rational and irrational numbers through various mathematical forms including decimals, radicals, constants, and basic operations. Practice classifying real numbers, converting repeating decimals, estimating roots, and simplifying expressions.
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Learn how slicing various three-dimensional figures creates two-dimensional cross-sections. This grade 7 topic covers parallel, perpendicular, tilted, and diagonal cuts across prisms, pyramids, cylinders, cones, spheres, and composite solids.
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Explore geometric rules and methods for constructing triangles in Grade 7 mathematics. Practice applying side and angle conditions, using geometric tools, working with scale drawings, and classifying triangle outcomes.
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