BONUS ** 2 points on test for correct answer and drawing ** Given △ABC ~ △DEF and cos (∠C) = 3/13, find sin (∠F).
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Given △ABC ~ △DEF and cos (∠C) = 3/13, find cos (∠F).
What is 3/13.
Skateboarders want to build a ramp to get over a 5 foot wall. The ramp is 13 feet long. Find the angle of inclination to the nearest tenth degree.
What is 22.6°.
To measure the distance across a pond, a student places a stake on the north side of the pond and another stake on the south side of the pond. This forms a vertical line. The student then places a stake directly east of the north stake to form perpendicular lines. The distance from the north stake to the east stake is 153 feet. The angle formed from the east stake to the south stake is 17°. Find the distance from the north stake to the south stake, round to the nearest tenth. DRAW a picture!
What is 46.8 feet.
The side opposite the right angle.
What is the hypotenuse.
An airplane takes off from a runway and climbs keeping a constant angle with the ground. The angle of elevation is 27° when the plane has traveled 777 m. Find the ground distance traveled to the nearest meter.
What is 692 m
△ABC has side lengths 12.5, 32.5, and 30. Draw a picture, label the right angle B. The distance from A to B is 12.5. Find Cos A.
What is Cos A = 12.5/32.5
The sides that are identified based on the marked angle.
What is opposite and adjacent.
A surveyor is standing 42 m from the base of a Redwood tree. She measures the angle of elevation to the top of the tree as 33°. Find the height of the tree to the nearest tenth.
What is 27.3 m.
For every right triangle, the sine of 15° = 0.26 (rounded to the nearest hundredth).
What is similar triangles have congruent angles and proportionate sides.
△ABC has side lengths 12.5, 32.5, and 30. Draw a picture, label the right angle B. The distance from A to B is 12.5. Find Tan C.
What is Tan C = 12.5/30
Sarai shared an acronym she learned in high school to help remember SohCahToa Some Old Hippie Caught Another Hippie Trippin On Acid 2 bonus points on the unit for creative (new) acronyms.
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