Level 1 · Foundational ← Back to lesson

Solving Right Triangles: Practice

12 multiple-choice questions, progressively harder.

Level 1 · Foundational 0 / 12 answered
Question 1 of 12
  1. 1

    A right triangle has a selected acute angle theta. The known side is its adjacent leg A, and the unknown is its hypotenuse H. Which equation uses those two sides directly?

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  2. 2

    A right triangle has hypotenuse 13 cm and a 24-degree acute angle. Find the leg opposite that angle to the nearest tenth of a centimeter.

    Triangle dataTriangle ABC is right at C. Side CB is labeled x, side AC is labeled adjacent, and hypotenuse AB is labeled 13 cm. The marked angle at A is labeled 24°.ABCxadjacent13 cm24°
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  3. 3

    A right triangle has a 52-degree acute angle and an adjacent leg of 9 m. Find its hypotenuse to the nearest tenth of a meter.

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  4. 4

    A right triangle has a 31-degree acute angle and an adjacent leg of 12 units. Find the opposite leg to the nearest tenth.

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  5. 5

    For an acute angle theta, what does θ=sin⁡−1(0.8)\theta=\sin^{-1}(0.8) mean?

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  6. 6

    A right triangle has hypotenuse 19 units and a 7-unit leg opposite theta. Find theta to the nearest tenth of a degree.

    Triangle dataTriangle ABC is right at C. Side CB is labeled 7, side AC is labeled adjacent, and hypotenuse AB is labeled 19. The marked angle at A is labeled θ.ABC7adjacent19θ
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  7. 7

    One acute angle in a right triangle is 28.6 degrees. Find the other acute angle.

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  8. 8

    Which exact calculator check is appropriate for degree mode?

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  9. 9

    A right triangle has legs 10 and 17 cm. Theta is opposite the 10 cm leg. Find theta to the nearest tenth of a degree.

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  10. 10

    Which input can inverse sine use to recover an acute angle in a nondegenerate right triangle?

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  11. 11

    A right triangle has hypotenuse 16 cm and a leg of 9 cm. Find the other leg to the nearest tenth of a centimeter.

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  12. 12

    A right triangle has one acute angle of 42 degrees. Which additional datum fixes its size?

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