If cos(θ)=−5/12 and θ is in quadrant III, then evaluate the following. 1. tan(θ)cot(θ)= 2.  csc(θ)tan(θ)= 3.  sin^2(θ)+cos^2(θ)=

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A: The given integral is ∫sin3xcos2xdx

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A:

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Q: if cosx=tany,cosy=tanz,cosz=tanx ,then find sinx

A: Given,

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Q: find the value of cE CoB] for flx)= that satisfy value theorem. mean

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Q: Determine the exact value of sin 225°. approximations will NOT be accepted.)

A:

Q: The largest possible value for the sine or cosine function is _______ and the smallestpossible value…

A: The largest possible value for the sine or cosine function is _______ and the smallest possible…

Q: Find   tan(u/2)   if   sinu=−0.723

A:

Q: Give the exact value of csc (cos (). Decimal approximations will receive no credit!

A: We can make it easier for you.

Q: Integrate |sin2x cos 3xdx

A:

Q: Prove the equation Sin^2xcos^3x=(sin^2x-sin^4x)(cosx)

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Q: Compute without using a calculator.

A: Given sin-1sin-5π6

Q: Find the exact value of sin20 given sece = 5/21 and csce > 0 21 - Solve tho nauation

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Q: Find the possible values of x in |coshx -sinhx| = 2 Isinhx coshx

A: Given,           coshx-sinhxsinhxcoshx=2

Q: If y = sin2x sin3x sin4x then find y"

A: Explanation of the answer is as follows

Q: Compute sec() if sin(0) = 0.29 and 0 < 0 < 5 Give you answer accurate to 4 decimal places

A: Find your answer below

Q: 9– x² -dx

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

Q: create 2 sample word problems of derivative of trigonometric functions  with solutions

A: Trigonometric functions are the periodic functions which denote the relationship between angle and…

Q: IF 3 TANQ = 3SINQ FIND THE VALUE OF SIN²Q - COS²Q.

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Q: 2- |1+ sin y dy

A: Given the integral is ∫1+sinydy

Q: Integrate cot(x) In(sin(x))dr.

A: The answer is found in step-2

Q: If tan 0 = 5 and 0 < 0 < 90° then the value of sin 0 is %3D

A: Answer and explanation is given below

Q: Find sine half range for f(x) = \cos x for -1<x<1 COSX for < x < 0. f(x) { COSX for 0 < x < .

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Q: I want all the laws of trigonometric functions and the laws of their integration

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Q: Show that cos( arctan( sin( arccot(x)))) = sqrt{{x^2+1}/{x^2+2}}

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Q: Precal I need to find the radians

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Q: Estimate sin 61◦ − sin 60◦ using the Linear Approximation. Hint: Express∆θ in radians.

A: Consider the given trigonometric expression sin61°-sin60° Suppose the linear approximation for the…

Q: If tanh(x) = 24, find the values of the other hyperbolic functions at x. sinh(x) %3D cosh(x) coth(x)…

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Q: sinx(tan(x/2))-sinx=0

A: sin x tanx2-sin x=0

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A: Differentiate wrt x

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A:

Q: Evaluate arctan(sec t). 4

A: Evaluate arctan(sec ).

Q: If sinh(x) = 35 =, find the values of the other hyperbolic functions at x. %3D cosh(x) tanh(x)…

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Q: 8. If sin x- cos x = 3, find sin x sec x

A: given: sinx-cosx=13 to find: sinxsecx

Q: If 16(sinx) + 16(cosx)2 10 then x-.. %3D

A: Given that 16(sin x)2+16(cos x)2=10. That is 16sin2x+16cos2x=10. We have to find x value.

Q: Integrate tanx+cosx-sin2x=1

A:

Q: find the temperature in a bar of length 2 whose ends are kept at zero and lateral surface insulated…

A: Consider a bar of length 2 whose ends are kept at 0 temperature. The lateral surface is insulated.…

Q: The slope of the straight line that pass between two points has slope-- O cote O tane sine O cose

A:

Q: Can Cot(2 arccos x) be simplified?

A: The given expression is  cot(2arccosx)

Q: Find the indicated number (i) sec-(-2v3/3) (ii) cos(sin-12+ sec-1 3)

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Q: if sinx=1/8 and x is in quadrent 1, then cos(180-x)=???

A: Simplify cos(180-x),

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A: The given integral is tan(phi)/[sec(phi)+4cos(phi)]

Q: d. tion to prove that (cscx) dx = – CSC X COt x. 86. Use the quotient rule and the derivatives of…

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Q: Evaluate the indefinite intergral ∫sin(-10x) dx =

A: This question can be solved using integration by substitution.

Q: Determine the exact value of sin 225°. (Decimal approximations will NOT be accepted.)

A:

Q: If sinx=38sinx=38, x in quadrant I, then find (without finding x) sin(2x)=sin(2x)=    cos(2x)=cos(

A:

Q: How do you differentiate y=arctan(cosx)?

A: The function given is

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.