16 60° x = 1 y = --

Q: Suppose tan(-30°). Find the exact value of cot 0. O A. V3 O B. -V3 V3 c. 3 O D. 3 V3

A: We have to find

Q: | (csc 0)(1 + sin? 0 + sin 0 cot? 0) d0

A: Integration can be done after simplifying up to the mark.

Q: • Tt/4 sin?x dx 0.

A: We have to use trigonometric identity of sin2x and we need to apply the integration formula cosx.…

Q: dx IV. cos?xV1+ tan x

A: To evaluate the given integral ∫dxcos2x1+ tan x

Q: Find 'an equation in X, y r Cos ☺ 25 r Sin@= - 2

A:

Q: Solve cos? ydx + (1+ e¬") sin ydy = 0

A:

Q: Determine the speed s(t) of a particle with a given trajectory at a time to (in units of meters and…

A:

Q: 40) Find sin 0. y 24 25 25

A:

Q: If 82° + 0.35x = Arctan( cot 0.45x ), find x. A. 11°          B. 10° C. 12°          D. 13°

A: Given that: 82°+0.35x=arctan(cot(0.45x))

Q: find sec 3% cot t 1TT Csc - T

A: Since you have posted a question with multiple sub-parts, we will solve first three subparts for…

Q: Evaluate the integrals

A: Integration is summation of discrete data. The integral is calculated for the functions to find…

Q: 20 e sin 30 d0

A: Explanation of the answer is as follows

Q: y = [Arcsec(tan r)]ecsc 2r SC

A:

Q: y=2 cos 0+1

A:

Q: b) S tan³2a da c) Se-0.50 sin 30 d0

A:

Q: 4 Using trigonometric substitutions, S dx is equal to: xV16 – x²

A:

Q: Graph the equation r = sin ( 0) for 0 < 0 < 14.

A:

Q: 7л Determine the exact value of cot 6 Oa) -2 b) √3 Oc) -√3 O d) 1 √3

A: Find the value of cot(7 pi)/6.

Q: | sin? 8x dx = попe

A: We have to find the integral.

Q: Graph the equation r = sin (8/ 7 u) for 0&lt;=u&lt;= 14pai.

A:

Q: * cos Ew) sin Gw) dw 5.

A:

Q: 4) Find y' if y = arccot(tan2x) (Answer must be in lowest term)

A:

Q: c. sin? 0 -2cos? 0 = 0 over [0°, 360°)

A:

Q: 1) * a) Complete each equation. sin 0 cos 0 = tan 0 k

A: (a) A right-angled triangle is shown in the given figure. The sine of the angle θ is,…

Q: x = 48 cos(t),

A: answer is in next step

Q: (5n arcsin ( sin 6 . (") A) B) 6 C) 6 D) 6. 11n E)

A: Solve the equation

Q: Find the exact value. () T (а) cos 225° (b) tan 150° (c) sin 6. 4 т (d) sec 3 (e) cot - (f) csc 300°

A:

Q: If f CSc e>0 and Sec 0 <0 then is in quadrant: A) IV B)I II

A:

Q: QUESTION 18 Compute the following. |-8sin (x) +18csc (2x)cot(2x) dx

A:

Q: • TT 2. sin? cos' –dx 2

A: Given ∫0πsin2(x2)cos7(x2)dx

Q: А k 90° t C

A: To find :  tan A = tan B= Solution: tan (theta) = opposite side/adjacent side

Q: 3 sin 30 cos 0 d0 3

A: Given:         ∫0π3sin3θ cosθ dθ    Use the following identity…

Q: cos²od0 1. S sin*0 2. S(e-t + e')²dt

A:

Q: 1 + sin?x dx 50. 排

A: Note: since you have posted multiple questions. As per our guidelines we are supposed to solve only…

Q: find dp/dq p = (1 + csc q) cos q

A:

Q: S 16 sin?x cos?x dx x cos²x

A:

Q: Find the y" if y = e/?cosx

A:

Q: d (sin(0) cos(0)) (a) do

A: Please refer the attached image for complete solution.

Q: c. If cos 0 + 4 =2, find 0.

A:

Q: t sin(t) + 6 cos(t) t7

A: This question is based on properties of exponents.

Q: T/4 4 cos (0) tan?(0) d0

A:

Q: Eliminate the parameter t. ? = 4 sin ? − 4, ? = 4 cos ? − 3

A:

Q: TT 13. (а) сos 3 (c) sin (b) sec 3

A: Question 13,Part a,Given,           cos-π3

Q: .2 c) y==(1+ cos?(7t))³

A:

Q: TT 33. sin x + = COS X

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: T/3 5sec x sin x cos? x

A:

Q: Graph the equation r = sin ( ) for 0 < 0 < 14m.

A:

Q: 14. xdx + sin? () [ydx – xdy] = 0 %3D

A:

Q: Eliminate the parameter t and graph the resulting equation.   x = 3 + 2 sin t, y = 1 + 2 cos t

A: Given  x=3+2sint, y=1+2cost⇒sint=x-32.........(1)cost=y-12.............(2)