Find all real number solutions to the following equations. Please answer in radians.
a. sin(−?) = − 1/2
b. tan 2? = −√3

Find all real number solutions to the following equations. Please answer in radians. a. sin(−?) =...
answer all the questions please!
Determine all solutions in radians. Let n represent any integer in all solutions. 28) 4 sin? -1=0 A)+FC++ 2016 C) + 2,5na D) * na, Sant Find the indicated angle or side. 29) Find the length of side a. A) 413 B) 213 C) 217 D) 4 Use a calculator to give the real number value. 30) y tan-1-7002) A) - 66349205 B) -61086018 30) — C) -57619047 - 57619047 D) 2.53174.00
1. Find all solutions to this trigonometric equation. Use radians. sin(3z-.15) 9128 2. Find all solutions to this trigonometric equation. Use radians or degrees, your choice. tan (2r)-10 3tan(2r) 3. Solve the triangle whose three sides have lengths a 4, 8, c =11. a- 4 c 11 4. Solve the triangle where one angle α 30°, the opposite side 4, and one of the other sides is 7 (make it b). a α 300 b=7
Determine all solutions of the equation in radians. of Find sin, given that sin 8 = 3 5 and e terminates in 270' << 360°. Select one: a. - 5 b. kom o uk 10 C. V30 d. - 10
12. Find all solutions with 0 <I<27: sec r = -2 13. Find all real solutions: sin r 2 14. Find all real solutions: 3 tan (3x) + 1 = 0
Find all solutions to the equation. 2 sin 0 +10 Write your answer in radians in terms of T, and use the "or " button as nec essary or
Real and Imaginary parts.
2. [10 marks Find all solutions to the equations 2 a) (b) e1. (24-1)sin(7T2) 0.
Find all solutions of the equation. tan x sin x + sin x = 0 Enter solutions as follows using a lower-case x and use pi for the number pi (not the Greek letter). Place spaces between terms, the addition symbol, and the equal sign. Separate solution equations with a semicolon. For example, x= pi +_kpi; x = _pi+__kpi
(1 point) Solve the equations below exactly. Give your answers in radians, and find all possible values for t in the interval Osis 2x. If there is more than one answer, enter your solutions in a comma separated list. sin (t) = -12 when 5pi/4.7pi/4 cos (t) = 3 when 1 = 11pi/6, p/6 (c) tan (t) = -ta when (1 point) Solve the following equation in the interval [0, 2 1. Note: Give the answer as a multiple of...
3. 2sinx- COSI-1=0 find all solutions, in radians 4. sin(2x) + V3 cos x = 0 find values 0 SX S2
please answer 37, 39 and 41
thout looking at the 1 I number ol solutions, is it an identity? Explain. 30. Does an identity have an infinite number of solutions? entities are called Explain. dentities to find the Eric functions of In Problems 31-36, use the fundamental identities to find the exact values of the remaining trigonometrie fonctions of x. given the following: 31. sin x = 2/5 and cos x < 0 32. cos x - 3/4 and tan...