Sin2 1T sin? 5

Q: sin 12a iv) lima-0 sin 5a

A: Our objective is to find the limit of the above function.

Q: sin (7π/6) + cos (3π/2)

A: Given,

Q: 12) sin-1 -1 14) tan 0 V3 16) sin-! |

A:

Q: sin x 3. / 10 de =

A: As per our guidelines we are suppose to solve only first question if the multiple questions are…

Q: 5T sin 7 sin

A:

Q: Sin(2theta)

A: We have to find the value of sin (2theta). Here we use the formula of sin(2theta), from the given…

Q: Establish each identity.

A: Given: Establish the identity sin3θ=3sinθ-4sin3θ For verifying given identity, we solve left hand…

Q: sin5xdx – / sinxdx 2 sin2x cos3x dx=. A) True False B

A:

Q: What is the exact value of sin(-150°)? -|N 1 7개 6 아틀

A: Find out the exact value of the given trigonometric function.

Q: sin(1))

A: Given equation is sint2=14.

Q: sin(sin? 3.

A: Answer

Q: sin2(78°) + cos2(78°)

A: Question is based on trigonometric ratios and angels.

Q: sin (3+ j4) cot (6h)

A: 1.  Consider sin3+j4. We know that sina+jb=sinacoshb+jcosasinhb, therefore:…

Q: 9. A. Sin

A:

Q: sin( 2 tan-1 (x/ 12)) = Select one:

A: Can solve the given function by using double angle formula

Q: ÷(sin9t + sin5t)

A:

Q: ∫[sin^3θcosθdθ]

A:

Q: 2. Explain the difference between sin(2x), 2sin (x) and sin? (x).

A: Follow step 2

Q: 5 sin(36)

A:

Q: (b) . 2r sin- (2²) dr

A: We will use the method of substitution to solve the integral.

Q: Sin40-ces"O=2 Sin 0-1

A:

Q: Evaluate the integral.

A:

Q: sin n 3 4TC

A: The given trigonometric function sin4π3 Since sinπ+θ=sinθ

Q: 9) sin? 0 = sin 0 +1- sin? 0

A:

Q: sec2 (0) – 1 sec2 (0) sin?(8) %|

A:

Q: sin (4t) + 2c

A:

Q: Find the exact value.

A: We have to find exact value of the trigonometric angle: a  sin 2π3b  sin -5π4 We know the…

Q: sin(3r) dr.

A: Given integral is,

Q: sin 4xdx = 2(sinx)? -2Csinx)4 tC %3D

A:

Q: ) Write sin(2 sin-(3x)) in terms of x only. (i) 6x/1 – 9x² (ii) 6x (iii) V1 – 9x² - (iv) Not listed

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Q: tan? 0 8. -1= tan 0 sin? 0

A:

Q: 1//2 2.x sin- (2?) dar

A:

Q: sin(0) d0. cos²(0) Evaluate

A:

Q: photo is attached

A: Consider sin(θ) = u.

Q: 2. sin ß =- Sin?A ISinz Sin 4. tan B =

A: Given,           sinα=-817,    π≤α≤3π2           cosβ=23,        3π2≤β≤2π

Q: 2人 x = 6 sin? 2y

A: The given equation is Now, we have to show that,

Q: sin²(20) 4 4sin²0 sin²0

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Q: 1. 2 sin? x-7 sin x = -3

A:

Q: tan4 B sin B-9 sinB =0

A:

Q: 9 sin? 0

A: Here we have to solve the given trigonometric equation,  9sin2θ-6sinθ=1 9sin2θ-6sinθ-1=0

Q: 后 sin (7 sin e cos e de

A:

Q: sin(8 + q);

A:

Q: sin2x cos3x dx= sin5xdx – sinxdx A True B) False

A:

Q: 5 sin(50) sin(0) dê

A: The given integral is ∫5sin5θsinθdθ.

Q: sec?(0) tan (0) de

A: Follow the procedure given below.

Q: sin 5x sin adax =?

A:

Q: '은(sin-1(- 1 +x? 2x dx 2 Select one: True O False

A: We will use simple properties of definite integrals to find the value of the integral and then check…

Q: 10) sin? tan x-sinx %3D 2 2 2 tanx

A: