Findetact valves Sin (e) = casCe)=. tanló)= CSCG)= Secco)= CotHe= 29 %3D 45

Q: S- csc e cot 0

A: Given Evaluate

Q: sin e+ cos e cot 8.

A: The given trigonometric expression is sinθ+cosθcotθ

Q: Icos(lax)dx COs

A: I=∫coslnx dx

Q: E valuate sin" e cae de

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Q: L( = (coshat sinat + sinhat cosat) L-1 s++4a'

A: We have to prove given result:

Q: 2) Find the exact simplified value. * (ese(-) TC cot-1 CSC 2.

A: We are given,  .

Q: Three circles with radii 3.0, 5.0, and 9.0 cm are externally tangent. What is the area of the…

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Q: 3cot t-x y = cot +cot 5

A: Some derivative formulas: ddx(f(g(x)))=f'(g(x)).g'(x) ddx(cotx)=-cosec2x ddx(xn)=nxn-1 Given…

Q: cos z cot z = sin z

A: We have to prove cotz=coszsinz

Q: r(4) (arcsin(t), arcos(1),0

A: Given: rt=arcsint, arccost, 0   As we know that; ddxarcsinx=11-x2ddxarccosx=-11-x2

Q: Si cos3x cos4x dx 2 TT 6

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Q: 4 sec(8) = find cot(0) 2

A: Use trigonometric rations

Q: a. Y = cot(Ve“ ) tanh(e") -1 (sin(x²)) tan(2²) tan(ray) = x + y? b. y = C.

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Q: a. St sint cost dt а. sin0 cot -dº b. sece

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Q: 2) Given y = Cos x and y= 20 Period 28 D Period = X Degrees y= Cosx 1

A: Given  y=cosx and y=2cosπx the period of a cos function is 2π so period=2π/b =2π which implies that…

Q: 10 Csc Y Sin X Cot tan r

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Q: 2. ind the length of an arc of the cycloid given by, x = a(0 + sin0), y = a(1 + cos0), Ar

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Q: Find the measure of the x, of arc DA. Upload a picture of your work. *

A: Given,

Q: |sin(l nx)dx = ? %3D

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Q: Scanned with CamScanner 10.f cota y sec y dy

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Q: angular parallelepiped ng. Find the work requ pool to a level 1 ft abov

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Q: If y = cose z then value of y' will be Select one: Az sine A O e-z, sine-Az O d.e dz¸ sine d O -A. e…

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Q: (a) Differentiate In(tan? x). (b) Evaluate VI+e- dx. et

A: a) To find the derivative of ln(tan2x) let y=ln(tan2x) differentiate with respect to x, using chain…

Q: Luse the Half Anola Forula cos2

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Q: Eualhat At 5é sin (t-s)ds

A: Use the method of substitution to simplify the definite integral.

Q: (1+ cot A – csc A) (1 + tan A + sec A) = 2 -

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Q: Line AB is tangent to circle C at D. If measurement of arc DF = 166 and the measurement of arc DE =…

A:

Q: | sin r cos“ rdr

A: Given : ∫sin5xcos4xdx

Q: sin“ x + cost a =1– 2 cos? x + 2 cos e

A: We can find the answer as given below

Q: electric circuit whose power is P and whose impedance phase angle is 0 is given by Pa = P sec is…

A: In the given question, the concept of the derivative is applied. Derivative We can use a derivative…

Q: help

A: see 2nd step.

Q: Calculate the area boundes by the curve r = 2(9)cos^2 theta. Final answer should be rounded off to…

A: Given curve is r=29cos2θ. We have to find the area bounded by the given curve. The region bounded by…

Q: cot a In(sin r) dr "/2

A: We know that integration of xn is xn+1/n+1. We know that : cosx/sinx= cotx.   Here i attached…

Q: 4 I sec(ø) (b) p* sin(ó) dpdódo

A: The answer of part b is as below.

Q: と = ft b n byuoio や、 4 Sustable form fos a pasticular st

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Q: Approximate to three decimal places.

A: Part (a): Given, cot9°10'

Q: Using trigonometric substitution, what is S Vx-9 dx ?

A: Given that                                                   I=∫x2-9x3dx let…

Q: Approximate to three decimal places.

A: Given: Approximate to three decimal places(a) tan 21°10'=0.3838646=0.064

Q: length

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Q: Integrate: 6.) Ssin 30 cos 30dO 7.) f 8.) [3x*/ + I dx

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Q: (1+cot 0) de 5. sin e4 - cote

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Q: Q7 tan (0) sec (0) de is equal to: sec (0) - 3sec (0) + C 3sec (0) +C 3cos (0) +C tan (6) sec (0)…

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Q: a 1. L(sinat) : s2 +a? 2. L(cosat) s² +a²

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Q: Consider point (a, b) on the graph of y = ln x and triangle ABC formed by the tangent line at (a,…

A: Consider, y=lnx Differentiating with respect to x, we get dydx=1x Now slope of the tangent line at…

Q: [SADT18] If a, Band y are the angles of a triangle, what is the maximum value of sina sin B sin…

A: This is maxima minima problem

Q: Find the area lying outside r = 2 cos 0 and inside r = 1+ cos e. Area =

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Q: Line AB is tangent to circle C at D. If measurement of arc DF = 166 and the measurement of arc DE =…

A: Topic:- peroprties of circle

Q: Match the trigonometric function in column A to its sample graph in column B A. 1. Sin (x) 2. Cos…

A: To match the given trigonometric function with the graphs.

Q: Construck the bruth table Cass mb ) ACc>a) Comment on resu lt. your

A: The given statement is: a↔~b∧c↔a

Q: evaluase the ir Jegral selgral, Do nst gre PpAximaドrs e dx et

A: We need to evaluate the following integral ∫e4x - e2xexdx