Simplify the expression. cos?( – s) V1- sin?(z) = %3D <>

Q: | cos(n/x25) dx x26

A: To Determine: Find the integral,

Q: show solution, u and du too

A: We have to choose the correct option according to the given information

Q: V3 IF Sine =, And < 0 < n.Find the Value 0f Tan- Using Half Angle Of Sine Тan 1+ Cose

A:

Q: csc2 x + sec? a Csc* cos?

A: Given:       csc2x+sec2x=csc2xcos2x

Q: 4 cos? (- t) – 3 = 0 3.

A: (3) Given equation is 4cos2π2−t−3=0. We have to find the exact solution of 4cos2π2−t−3=0. Add both…

Q: The y' of the given function is (1–2 sin? 4x) y

A:

Q: 6) cos 0 25 V2 25 25

A: We know that cosθ = Base/ hypeotenous

Q: (d) Rs. 900 If cose+cos²e =1,the value of sin?O+sin*© is (a) -1 (b) 0 (c) 1 (d) 2 7

A:

Q: 1 1 dxdy 1-x²)(1-) 0 0

A:

Q: cos? sin' (금) - 2=0

A:

Q: x) dx + sin? x + cos? .2

A: Given integral, ∫xx+sin2x+cos2xdx

Q: + Co (cos(t) – sin(t)) Simplify to a single trig function (1)

A: We have to simplify the given trigonometric expression.

Q: |(sin? x)e* dx

A: This question is related to improper integration. Solve im step2.

Q: S sin? 3c cos? 6c dc

A: Solve the following

Q: dx e* sin? e*

A:

Q: sin 2x dx 1+sin?x

A:

Q: 1 What value of x will make sinx= :? (A) 4 (B 6 (c) none of the given choices D 3 (E

A:

Q: 6 dx cos? 2x

A:

Q: Simplify the expression as much as possible. cos(2t)/cos(t)+sin(t)

A: To simplify the below trigonometric expression.

Q: Evaluate x cos bæ?) dx 3

A:

Q: ∫ cos ? ln(sin ?) ?x

A:

Q: cos H = 0.05 %3D

A: Given cosH=0.05H=cos-1(0.05)=arccos(0.05)

Q: Sx By using Trigonometric identities, find the exact value of the expression. sin 12 cos - COS sin…

A:

Q: sin 4x dx 1+cos22x

A:

Q: S(cos x – sinx )²dx

A: the given integral is: ∫cosx-sinx2dx we have to evaluate the integral.

Q: a) S sin? x cos5 x dx

A: There are multiple question , as per company policy kindly ask other question separately.

Q: =sec? Ge) 2. cos'(x) tan(x) df da (3) If f(x) = In find You do not need to simplify. 4x-7

A: we know that  d/dx(In(x))=1/x d/dx(u/v)=(v du/dx-u dv/dx)/v^2 d/dx(tanx)=sec^2(x) d/dx(xn)=nxn-1

Q: sec The value of ? x 1+ tan x a. 0.6931 b. 1.3863 C. 2 d. 1

A:

Q: The value of sin nx dx is a) b) 1 c) 0 d) None of these

A: Solution: The objective is to find the value of the given integral

Q: x cosy dx + cos?x

A: We have to choose the correct option from the given options according to the given information

Q: Cos A and sin B 10 where 0° < A < 90° and 270° <B< 360°.

A:

Q: Vas x? - 4 dx by using trigonometric Solve substitution 2 Sec (0)

A: We have to find

Q: 32. What is e in the equation sin (e– 20º) = cos (20 + 5°)? b. 25° а. 150 с. 35° d. 75°

A: θ = 35o   explanation is given in below step

Q: Evaluate the expression under the given conditions. 3V10 sin(e - p); tan(0) = O in Quadrant III,…

A:

Q: CO x dx sin? x 3.

A: “Since you have posted multiple questions, we will solve first question for you. To get remaining…

Q: Y 25 15 20 What is the Sine X? What is the Sine Y? 2.

A: Here triangle is given with one angle is 90° And all sides of triangle given

Q: m of the coefficient/s when we evaluate (sec(x) e given choices

A: Given ∫(secx-tanx)2dx

Q: n/2 cos x esinx dx=? A) 1-e В -e с) e-1

A:

Q: Sx? cos 2xdr COS

A: We will use formula -  ∫u.v dx = u.∫v dx - ∫ u' ( ∫vdx ) dx

Q: sin a cos a + sec a 53. sec? a — tan? а csc a

A: To verify the identity

Q: S 3 cos 5x dx

A: It is given that,  ∫3cos5x dx It is known that the integral of cosx is sinx but if we have,  ∫cosax…

Q: d x 2. After making the trigonometric Sub stitution x=3 tan o

A:

Q: L:(sin x – 1) dx + ,cos x + 1) dx =? c)-1 а.) -89 b.) -91 d.) - (1 +)

A:

Q: Find the volume

A: Given

Q: S 2 cos x)(sin?x)dx +C 3

A:

Q: cos²x dx 1+sin x

A:

Q: y' = cos?x cosy

A: The solution of question no.2 is written below.

Q: Evaluate * cos (e + a?) dx 24 +1

A: To find: The integral ∫44cose3x+x2x4+1dx Concept used: ∫aaf(x)dx=0

Q: What is the value of sin N? 10 V3 P 3

A: Trigonometry is the geometric study of triangles and the algebraic study of a trigonometric…