MAC 1114 Chapter 7 Review

Find the exact value of tan θ: If sin θ = √7/4, cos θ = 3/4

Convert the angle in radians to degrees-29π/9

A right triangle ABC(C is the right angle) Find sin B when b = 7 and c = 10.

Find tan P.

Convert the angle to D° M' S'' form. Round the answer to the nearest second: 75.43°

A point (-3,-2) on the terminal side of angle θ. Find secθ

Write the equation of a sine function given: amplitude 4 and period 5

Name the quadrant in which the angle θ lies. cos θ < 0, csc θ < 0

Find the missing quantity. r = 13.76 cm, θ = 3.5 radians, s = ?

A point (12,16) on the terminal side of angle θ is given. Find the exact value of cosθ

Find the exact value of the expression. tan 25° - sin 25°/cos 25°

If tan² θ = 10, find the exact value of sec² θ

Use a calculator to find the approximate value of the expression cot π/12

Convert the angle in degrees to radians Express the answer as multiple of π: 6°

Find the exact value of the expression if θ = 45°. g(θ) = cos θ, Find 8 g(θ).

Convert the angle to a decimal in degrees. Round the answer to two decimal places: 99°49'11''

Find the reference angle of -231°

Determine period of y = ¾Cos(-8π/7)x

Find the exact value of csc θ given sec θ = 5/3

Use a coterminal angle to find the exact value of the expression. csc 41π/4