9. tan 0 = 4, sin 0 < 0 %3D

Q: Find the indefinite integral ∫sin 5x sin 4x dx

A:

Q: Eliminate n from their equations  X= sin n + tan n and y=sin n - tan n

A: With the help of trigonometric identities we eliminate n from the equations.

Q: 7. S tan 5x dx

A: Using integration

Q: 6 tan (10x) dx

A:

Q: find x,sin(2cos-1(cot(2tan-1x)))=0

A: Given: -

Q: 4) y= Arc sin(x³)

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Q: 2x sin- (x2) dæ dar 0,

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Q: Find the approximate value of cos (sin(-0.44). cos (sin -1(-0.44) = [ (Round to four decimal…

A: We will find the approximate value of cossin-1-0.44 in the following step.

Q: If y=sin(sinx) show that y''+(tan x) y'cos2x=0

A:

Q: 12 If sinh x= find cosh x, tanh x, coth x, sech x, and csch x. 35

A: Given, sinh x = 1235   We have to find  cosh x, tanh x, coth x, sech x  and  csc hx

Q: S 3. sin°ydy 1+ cosy

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Q: 16. 4x2 sinh (x³) tanh (x³) dx

A:

Q: 6. S sin² x csc² 2 x dx

A: We have to solve

Q: find x in degrees Sin x=0,8766 tanx= 3.7834

A: Given that sinx=0.8766 and tanx=3.7834 To find x in degrees

Q: 9. S sin(4x – 2) dx

A:

Q: 1) S secs 3x tan 3x dx

A:

Q: 4 5 Points ntegral of sin-cos-sin0 de has the form (e) +C. What should be the value of e =0?

A:

Q: If tanh(x)=5/13, what is the sinh(x)?

A: Answer is sinhx=5/12. Explanation is given below..

Q: Expand fix)= Sin(x+ TT),O<X< I ina half range sine series

A:

Q: 9. Express tan 0 in terms of sec 0 for 0 in Quadrant II.

A: We know that, sec2θ=1+tan2θ So sec2θ=1+tan2θtan2θ=sec2θ-1tanθ=±sec2θ-1 But given that θ lie in…

Q: 2- S tan x dx.

A: Given integral is: I=∫0πtan x dx We have to evaluate this integral.

Q: 7/4 (sec² x – sin x)dx

A: 1. ∫sec2x dx=tanx 2. ∫sinx dx=-cosx 3.∫(u±v)dx=∫u dx±∫v dx 4. ∫abf(x) dx=F(b)-F(a), where ∫f(x)…

Q: 4 Find sin 2x, cos 2x, and tan 2x if sin x = and x terminates in quadrant II. 5 sin 2x = S ? cos 2x…

A:

Q: evaluate the integral.

A: Let,

Q: Find y': y = cot 0 sin 0 O sin² 0 1-tan²0 O1+sin² 0 cos³0 O-1-cos² e sin³0 3

A:

Q: 1-tanh² x sinh(2x) O cosh(2x) O sech(2x) O csch(2x) O Leave Question O |

A: To compute1+tanh2x1-tanh2x

Q: S 4 sec(x) tan(x) dx

A: We will use standard formula here

Q: Differentiate y = sin 20 cos 20

A:

Q: Suppose: sin(x) = -0.1 cos(y) = 0.5 tan(z) = -4.3 Then, sin(-r) =| 0.1 cos(-y) = 0.5 tan(-2) = 4.3…

A:

Q: y = In (3²×) + sec (Inx²) + tan¬1(In5x)

A:

Q: 2. Find a reduction formula for sin" x dx. By using this formula evaluate sin® x dx.

A: The objective of the question is determine the integral.

Q: (8. e Sin y Ausi Sin 2

A: Solution is written in below steps.

Q: 2x y = Arc sec 3

A: We will use the formula of derivative of arc secx to solve this question.

Q: 4:    Y = sin-1 2x 5:    Y = sinh-14x

A:

Q: If y=-cos x, what is x-value between pi and 2 pi corresponding to y-value of 1/2

A: Let's solve  for x value.

Q: S sin x In(1 + sin x) dx

A: Given : Integral of sinx ln(1+sinx) dx The genral formula for the integration of function is as…

Q: Suppose y=sin x, what is x-value between 2pi and 4 pi corresponding to y-value of -1

A:

Q: 6. Se¯*tane¯*sec?e¬*dx

A: To evaluate: I=∫e-xtan(e-x) sec2(e-x) dx=∫tan(e-x) sec2(e-x) (e-x)dx...(1)

Q: 1. Solve sin x= for X where 0° <x<90°. Enter your next step here

A:

Q: 9, 9. tan 2x dx 0.

A: Integration basically means to find the integrals, i.e., to assign numbers to function in such a way…

Q: 3 tan-(x)dx = In (4) 2/3 None - In (4) 품-In (2)

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Q: 8 tan (x) sec (x) dx

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Q: (2 In sin x)3 15. S tan x

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Q: Where does the periodic function ƒ(x) = 2e^(sin (x/2)) take on its extreme values and what are these…

A: Given,

Q: 16. S cot xdx /1 + In sin x

A:

Q: S secs/2 (금x) tans (글x) dzx

A:

Q: Problem Differentiate. y = In(sin (x²))

A: