Math  /  Word Problems

QuestionFind the legs of a right triangle with an angle of 6565^{\circ} and a hypotenuse of 12. Round to two decimals.

Studdy Solution
Now, we can calculate the values of aa and bb using a calculator. Remember to set the calculator to degree mode because the angle is given in degrees.
a=12sin(65)10.88a =12 \cdot \sin(65^{\circ}) \approx10.88b=12cos(65).07b =12 \cdot \cos(65^{\circ}) \approx.07So, the lengths of the legs of the triangle are approximately10.88 units and.07 units. The answer is A. .07,10.88.07,10.88.

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