Pre-Calculus - Eduware
Pre-Calculus - Eduware
Pre-Calculus - Eduware
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V. TRIGONOMETRY 2. Trigonometry of the Right Angle<br />
A. Sin, Cos, and Tan Functions<br />
1565. In the diagram below, maC = 90º, maA and<br />
CA = 10.<br />
1568. In the accompanying diagram of right triangle ABC, what is<br />
tan C?<br />
Which equation can be used to find AB?<br />
(1) (3)<br />
(2) (4)<br />
1567. A 20-foot ladder is leaning against a wall. The foot of the<br />
ladder makes an angle of 58° with the ground. Find, to the<br />
nearest foot, the vertical distance from the top of the ladder<br />
to the ground.<br />
(1) 2<br />
3<br />
(2) `13<br />
3<br />
(3) 3<br />
2<br />
(4) 2<br />
`13<br />
1571. In the accompanying diagram of right triangle ABC, b = 40<br />
centimeters, maA = 60º, and maC = 90º. Find the number<br />
of centimeters in the length of side c.<br />
17 ft<br />
1569. If tan A = 0.4548, find the measure of aA to the nearest<br />
degree.<br />
24º<br />
80 cm<br />
1572. In the accompanying diagram of right triangle ABC, the<br />
hypotenuse is AB , AC = 3, BC = 4, and AB = 5.<br />
1570. The straight string of a kite makes an angle of elevation<br />
from the ground of 60°. The length of the string is 400 feet.<br />
What is the best approximation of the height of the kite?<br />
(1) 200 ft (3) 300 ft<br />
(2) 250 ft (4) 350 ft<br />
1573. If tan A = 1.3400, find the measure of aA to the nearest<br />
degree.<br />
53º<br />
1575. If tan A = 0.5400, find the measure of aA to the nearest<br />
degree.<br />
28º<br />
Sin B is equal to<br />
(1) sin A (3) tan A<br />
(2) cos A (4) cos B<br />
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