Worksheets for High School
Free printable worksheets for high school for High School. Browse teacher-made PDF resources — instant download, no paywall for the first 50 downloads every month.
Use mathematical vocabulary to describe patterns and relationships in segments and rays.
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Compare examples involving probability models and justify which representation is correct.
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Use mathematical vocabulary to describe patterns and relationships in graphing systems.
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Solve problems involving systems inequalities and explain the strategy used.
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Interpret real-world situations that require reasoning about radicals.
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Translate between visual, numerical, tabular, graphical, or algebraic forms of exponent rules.
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Represent multiplying polynomials using models, symbols, words, or diagrams appropriate for Algebra 1.
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Check the reasonableness of answers in problems involving quadratic graphs.
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Interpret real-world situations that require reasoning about probability models.
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Check the reasonableness of answers in problems involving probability models.
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Check the reasonableness of answers in problems involving systems inequalities.
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Compare examples involving exponent rules and justify which representation is correct.
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Choose an efficient method for a task in Algebra 1 involving special products.
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Represent square roots using models, symbols, words, or diagrams appropriate for Algebra 1.
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Represent factoring trinomials using models, symbols, words, or diagrams appropriate for Algebra 1.
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Solve problems involving quadratic graphs and explain the strategy used.
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Represent segments and rays using models, symbols, words, or diagrams appropriate for Geometry.
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Represent geometric definitions using models, symbols, words, or diagrams appropriate for Geometry.
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Compare examples involving scientific notation and justify which representation is correct.
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Translate between visual, numerical, tabular, graphical, or algebraic forms of square roots.
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Solve problems involving special products and explain the strategy used.
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Use mathematical vocabulary to describe patterns and relationships in quadratic graphs.
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Translate between visual, numerical, tabular, graphical, or algebraic forms of factoring quadratics.
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Compare examples involving line of best fit and justify which representation is correct.
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