Determine the amount of grass seed that needs to be

Question

1. Sketch a triangle with hypotenuse √193 and legs 12 and 7 units. Find the six trigonometric function values of the smallest angle θ.

2. Find the value of sec 6Π/7 using a calculator and round to four decimal places.

3. If sinθ = √3/2 what is the value of θ if θ represents an acute angle?

4. Find a positive angle and a negative angle coterminal with 176⁰ angle.

5. Given that cos θ = - 4/√53 and that the terminal side is in quadrant II, find the other five trigonometric function values.

6. The angle of elevation of a kite is 60⁰ with 500 feet of string out. Assuming the string is taut, how high is the kite?

7. The rotor blades of a helicopter are 20 ft long and are rotating at 100 rpm.

a. Find the angular speed of the rotor.

b. Find the linear speed of a point on the tip of a blade.

8. Evaluate: tan(sin^-1 1/2)

Solve ΔABC, if possible. Round answers to the nearest tenth.

9. a = 15 ft, B = 100⁰ , C = 16⁰

10. a = 10m, b = 13m, c = 15m

11. A new homeowner has a triangular-shaped backyard. Two of the three sides measure 40 ft and 70 ft an form an included angle of 120⁰

.To determine the amount of grass seed that needs to be purchased, the owner has to know the area of the yard. Find the area of the yard to the nearest square foot.

Answer 1

These are based question such as find out the trigonometric function value 1. Sketch a triangle by hypotenuse v193 and legs 12 and 7 units. Discover the 6 trigonometric function values of the smallest angle ?. 2. Find the value of sec 6?/7 using a calculator and round to 4 decimal places. 3. If sin? = v3/2 what is the value of ? if ? represents an acute angle? 4. Discover a positive angle and a negative angle coterminal by 1760 angle. 5. Specified that cos ? = - 4/v53 and that the terminal side is in quadrant II, find the other five trigonometric function values. 6. The angle of elevation of a kite is 600 through 500 feet of string out. Assuming the string is taut, how elevated is the kite? 7. The rotor blades of a helicopter are 20 ft long and are rotating at 100 rpm.