Problem 1
An angle measured upward from a horizontal line is called an angle of ___ and an angle measured downward from a horizontal line is called an angle of ___
Problem 4
For Questions 1 through 4, fill in each blank with the appropriate word. On a calculator, the \(\sin ^{-1}, \cos ^{-1}\), and \(\tan ^{-1}\) keys allow us to find an _______ given the _______ of a trigonometric function.
Problem 6
Determine the number of significant digits in each value. a. 374 b. \(0.0374\) c. \(3.7400\) d. 374,000
Problem 11
Add or subtract as indicated. $$ 90^{\circ}-\left(34^{\circ} 12^{\prime}\right) $$
Problem 12
Draw vectors representing the following velocities: \(30 \mathrm{mi} / \mathrm{hr}\) due west
Problem 13
Solve each of the following problems. In each case, be sure to make a diagram of the situation with all the given information labeled. The two equal sides of an isosceles triangle are each 42 centimeters. If the base measures 32 centimeters, find the height and the measure of the two equal angles.
Problem 14
Add or subtract as indicated. $$ 180^{\circ}-\left(132^{\circ} 39^{\prime}\right) $$
Problem 16
Add or subtract as indicated. $$ \left(89^{\circ} 38^{\prime}\right)-\left(28^{\circ} 58^{\prime}\right) $$
Problem 17
How long should an escalator be if it is to make an angle of \(33^{\circ}\) with the floor and carry people a vertical distance of 21 feet between floors?
Problem 21
If a 73.0-foot flagpole casts a shadow \(51.0\) feet long, what is the angle of elevation of the sun (to the nearest tenth of a degree)?