please solve all of the following with the steps1- Find the exact value of each expression:
a- sin(197) + 2 cos(57) – tan(57) – sec(*)
b- cot(57) – csc() + secta)
2- Find the vertical asymptotes of tan x, cot x, x € (0,27]
3- Name the quadrant in which the angle lies:
a- sin 0 < 0, cot 0 > 0
b- csc > 0, sec @ < 0 4- Find the amplitude,period,and then sketch the graph of each function: a- f(0) = 3 sin(2.c). b- f(x) = 2 sin(2x - 47) c- f(x) = 2 cos(x) d- f(x) = -3 cos(x - 5) + 1. 1 OSAS 7/2 Find: 5- Let sin 0 = A, cos 0 = B, sin(7/2-0) cos(1/2 - 0) sec(37/2-0) CSC X(TT-0) MacBook Air 5- Let sin 0 = A, cos 0 = B, 050 < 1/2 Find: sin(a/2 – 0) cos(1/2 - ) sec(37/2 – 0) CSC X(1 - 0) tan(31/2+0) cos( 71 +0) sin(-0) cos(-6). 6- Using the graph of cos x, sketch the graph of cos(x – 7) without transformation. 7- a- Establish the following identity: cos e sec 0 – tan 8. 1 + sin e 1-2 sine cot e tan cos O sin e cos(50) cos(20) - sin(50) sin(20) C- Find cos(70) (Show your work). b- I 8- Solve the following equations: 8- Solve the following equations: 1) 2 sin? 0 + 7 cos 0 =5, 0 Purchase answer to see full attachment




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