D. Find the value of x in each figure. 13. x=_ 85° 140° 16. x= 19. x= 5x+ 5 X 3x-5 14. x= 40° 17. x= . 3x-15/ X 20.x= 125° 4x 15.x= 18. X 30% 112"

Q: Complete the equation. x- 7 arctan arccos %3D 7. 7 < x < 14

A:

Q: 2. Name the angle that is coterminal with 32° after making 3 rotations in the counterclockwise…

A: Topic- coterminal  angle   Note- as per our guideline only first question have to be answered…

Q: Jesc'x dx

A:

Q: Find Sta | tan (ay) dy 32.

A: We have to find integral of given function.

Q: 3= tan x+ tan'x %3D

A:

Q: csc20+sec?e 5. coto + tan0 cscesece

A:

Q: In Exercises 25-34, find an equation of the tangent line at the point speci- fied.

A: y=cscx-cotx We need to find the equation of the tangent line at x=π4

Q: 1. cot? 2x csc* 2x dx

A:

Q: / Min = Mout %3D 15500 1b/h= 5680 lb/h+2080 1b/h+Pljmer

A: So you have solved it correctly and also I'm providing hand written solution for that.

Q: | tan? x dx 2

A: Our Aim is to integrate ∫tan2 (x) dx-(i)

Q: 5Tt in standard position. 6. Sketch 0 %3D

A: Given: Angleθ=5π6, To sketch: The given angle in standard position.

Q: Find y". y = 2 cot 6. 4 csc2 cot 4 csc2 81 cot 6. -4 csc

A:

Q: 90. Sinx. Cosac

A: Given, To evaluate, ∫0π34sinx2. cosx2dx

Q: Solve: f"(x)= 8x², f'(0)= 3 and f(1)= 6 %3D

A:

Q: 1 50° || 5 1191 10% what is

A: Here we have to find the value a→·b→=?

Q: Find the values of a. sec-1(-3)        b. csc-1(1.7)                  c. cot-1 (-2)

A:

Q: cotytanxcosydy=(cosy-cosxcotytanx)dx

A: Given the differential equation :