r' +q r-9 (4) -q" r+q

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Q: 19 4-x²

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Q: Secant method

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Q: sin² 2 (KTT) сс 2 Σ (***)_ ~*(+)) k4 k=1 8k

A: We have to solve the series.

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A: Solve, as follows:

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A: The solution is :

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Q: sinh (iz) = i sinz sintiz) =isinh z,escia)= cosh: 2. !!

A: In this question, the concept of a trigonometric function is applied, Trigonometric Function The…

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Q: ation. 11. x + 2x + 5 = 0 14. 9r2 + 12r + 4 = 0

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Q: VARIABLE SEPARABLE 1.) 2ydx = 3xdy; when x = 2, y = 1

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Q: sin (3x)-2{-50<x< 50} 2 ~ 2*+7{-0.5 ≤x≤ 4.7} ~ x=-0.5{3≤ y ≤ 40}

A: According to the policy of our company we will solve the first three sub questions. If you need the…

Q: sec(x) tan(x)/1+ sec(x) dz

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Q: 2In|tanh(0.5x)| + C 4tan-le0.5x + C E 21n|csc(0.5x) + cot(0.5x)| + C

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Q: Teste for conitinuity of the foll dwing f1x) = + 42 -1 2- f x)= d 4 - z2 3- frx) = 2ォー ズ+

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Q: Y1 (t) = 2t – 3, y2(t) = t² + 1, y3 = 2t² – t, y4 = t² +t +1 %3D

A: We will find out the required solution.

Q: sinh(3-j5) (3 + j4)4 13-j7 (3 – j5)(2-j7)

A: Given sinh(3-j5)3+j443-j52-j73-j7.  To evaluate the given expression.

Q: runction ov 1 y=- -1, 0] x+2' A) -2 В) 0 D) C) 4.

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Q: 2. sec³ r tan dr r 6.³ √2+ secx

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Q: [₂ x³ √√x² +1 3

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Q: Establish each identity.

A: Establish each identity.      sec2θ=sec2θ2-sec2θ

Q: acting on it by use of the component method. Show all your work and be sure to make a final…

A: component

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A: An integral is given by, I = ∫Rsin2xx2dx. The objective is to evaluate and state the identities that…

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Q: (D+30+3 (0+30+2)) -2)y ex %3D

A: The given differential equation is: D2+3D+2y=e-xx where D=ddx is the differential operator.

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A: Topic : quadratic equation

Q: uestion hat is y' (x) when y(x) = (4x³ + 6x)*?

A: * Logarithmic function property : ln ( an ) = n ln ( a ) * Product rule of derivative : ( f • g )…

Q: Tunction 1. y = Vx-5 22. y = 12x +1| 3x+x 23. у %3D

A: As per our company guidelines we are supposed to answer ?️only first 3️⃣ sub-parts. Kindly repost…

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A: (As per bartleby guidelines, for questions containing multiple subparts, only first three subparts…

Q: denivative 12t'de tanx

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A: Given ∫0π3sec3x tanx2+secxdx sec x'=sec x tan x sec20=1

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A: Use integration rules

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Q: =x+6 Line 1: y= 2 Line 2: y=x-1 =-x LI

A: In system A, L1:y=x+6L2:y=-x The graph of the lines are intersect at one point. Hence there is…

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A: Consider the Identities for hyperbolic functions and expand the given expression.…

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A: Answer

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A: Given,             fx,y=sin2x3+3y35330x2+2665y2x,y≠0,00x,y=0,0

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A: To find the volume of curve , towards the rotation about x - axis.

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Q: ralue of (2) for z= 2.36. (note: use 2 decimal places)

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Q: Using substitution: Describe why ∫ x(5 - x2)3 dx ≠ ∫ u3 du where u = 5 - x2.

A: The given integral is: ∫x5-x23dx And, given that, u=5- x2    ......(1). Now, differentiate the…

Q: uestion 4 .2 F(x)=f(x) and F(– 1) = F(2)= -5, then f(x)dx= -1 If

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Q: lim sin(2z) = z-/3 %3D /3 2. 1/2

A: We need to find limx→π3sin2x