Sohcahtoa Method Quizzes, Questions & Answers

Dive into the world of trigonometry with our engaging SOHCAHTOA Method quiz! Read more

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Ready to see how trig powers real measurements? This quiz puts you in practical scenarios—ladders, ramps, shadows, lines of sight, cables, and slopes. You’ll choose the right trig ratio, read what the angle means...

Questions: 20  |  Attempts: 10   |  Last updated: Nov 10, 2025
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    A ladder leans against a wall making a 70° angle with the ground. The ladder is 10 ft long. How high does it reach?
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Think you can juggle multiple methods? In this quiz, you’ll mix SOHCAHTOA with the Pythagorean Theorem to solve multi-step problems. You’ll move between ratios and square-sum checks, switch forms (like from sin to...

Questions: 20  |  Attempts: 10   |  Last updated: Nov 10, 2025
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    In a right triangle, angle A = 30°. The side adjacent to A is 5. Find the hypotenuse.
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Get ready to put trigonometry into action. In this quiz, you will use sine, cosine, and tangent to find unknown sides in right triangles. Each problem gives you one or more sides and an angle, and you’ll apply the correct...

Questions: 20  |  Attempts: 10   |  Last updated: Nov 10, 2025
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    In a right triangle, angle A = 30°. If the hypotenuse is 12, find the side opposite A.
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Connect trigonometry to real-life measurement and design problems. This quiz presents applied contexts such as determining heights of buildings, distances across water, ladder positions, and ramp inclines. Students model...

Questions: 20  |  Attempts: 10   |  Last updated: Nov 10, 2025
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    A flagpole casts an 18 m shadow when the sun’s elevation is 35°. Find the flagpole’s height to the nearest tenth.
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Apply the SOHCAHTOA ratios to find missing sides, angles, and distances. This quiz emphasizes practical problem-solving using trigonometric functions with both numeric and algebraic inputs. Students practice converting between...

Questions: 20  |  Attempts: 10   |  Last updated: Nov 10, 2025
  • Sample Question
    In right triangle ABC with right angle at C, if sin(A) = 3/5, what is cos(A)?
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