f(x) 3D (2 + 3х)? ; а 3 0 %|

Q: r2V6 x(4 + x)šdx /24

A: To evaluate : ∫2426x4+x13dx

Q: V4x² – 49 (b) dx

A:

Q: r 4x² – 21x – 23 dx b) 4x+3 4x +5 c)

A:

Q: b. (D² – 4D + 4)y = e2x

A: problem is solved using CF and PI method

Q: Find LF D 14 12 3x +3 C E 7. 3.x

A: Both triangles are similar triangle, So, 3x + 33x = 1412 = 76 18x + 18 = 21x x = 6

Q: Find Df, Rf : Y= 3/(2x+1)

A:

Q: (b) where p = √x² + y². δ(x) δ(y) δ(ρ) Σπρ

A: Please comment if you need any clarification. If you find my answer useful please put thumbs up.…

Q: 10. (D² – 6D + 9)y = e3x

A: Given, D2-6D+9y=e3x To solve the above differential equation.

Q: In the given question , find d2 y /dx2implicitly in terms of x and y :- x2 y - 4x = 5

A: Given that, x2y-4x=5

Q: d. ' = [ * -2 e. X' = .ジ [4 -3 え

A: This is a question of Differential Equation.

Q: Find the particular solution: (D^2-4)y=4x-3e^x

A: We need to find the particular solution of : (D2-4)y = 4x-3ex

Q: Find the market equilibrium point for these e y = 48 – 3x? a) y = x? +4x+16

A:

Q: d'y d³y - dx5 dx3 = 24.

A: Solution :-

Q: S₁ y² – 3ydy 11

A:

Q: c. The f'(3) for y = v3x² + 9

A: c)y=3x2+9

Q: 4. (D2 – 5D + 6)y = 15sinx – 15cosx -

A:

Q: b. Px(m + n)- 16(m+ n) (x² 主 - 4) (x + ) (m + n)

A:

Q: (D2 – 4D + 4)y = e3x

A: Given ODE is: (D2-4D+4)y=e3x

Q: -16y= dx4

A: Since you posted 3 questions here, i can answer only one. Please repost other questions separately.…

Q: 4. | (4f (x) – 3g (x)) dæ J2

A: Consider the following integrals: ∫04fxdx=5∫02fxdx=-3∫04gxdx=-1∫02gxdx=2

Q: 3) S dz z3-z2-6z

A: In the question it is asked to calculate the integral of the following function given:

Q: ve for x. R P• 2x-3

A:

Q: r1/2 (4) LL"L. x² + y² dxdydz 3y

A: Double integral is an integral with respect to two different variables; the integral of a function…

Q: 6. (D - 4D2 + 7D)y = 0 (D3

A:

Q: c. y = 4e (3x²-x) C.

A:

Q: F Find · LV² [V² hpxp (₂h + x)us ha

A:

Q: Is S Gx² + 5x + C)dx = 3x + 5 correct?

A:

Q: S dx b² +x4 - Evaluate

A:

Q: 3. PDE r + a²t = 0, has the solution :

A: A partial differential equation is given as r+a2t=0. The objective is to find the solution of the…

Q: (b) f(x) = r2--2

A: B)f(x)=xx2-x-2f(x)=x(x-2)(x+1)Domain: R-{-1, 2}Simplify:f(x)=13[1x+1+2x-2]Vertical asymptotes:x=-1,…

Q: -2 c. [.x²e²²x² dx 0

A:

Q: -3 (k) [ 6* dx

A: SINGLE REQUEST SINCE YOU HAVE ASKED MULTIPLE QUESTIONS IN, WE WILL BE ANSWERING ONLY THE FIRST…

Q: pð – xª + 4x3 – 4x² + 8x – 4 d.x - - (x² + 4)²

A:

Q: (c) dx x2 – 4x + 13

A:

Q: (d) f(x) = 2x3 +6x² + 6x + 5

A: According to the guidelines we are supposed to do one problem

Q: is B(x) + S(x) given that B(x) = 7x² - 5x + 100 What 20x2 + 60x + 200? A. 27x2 + 55x + 300 C. 17x? +…

A:

Q: if h(x)= 2x3+ Ax2+4x-5 and h(2)=5 what is the value of A?

A: Given,

Q: g(x)=2f(x+3)-4

A: We have to explain translation done on f(x) to get g(x).

Q: (e) | O V2x – 4x-7

A:

Q: (c) S r² (18 - 1)a

A: Given: ∫r2r318-1dr

Q: O S.A.= 2TT x h+2ar2

A: Given: The radius of the cylinder is r and height of the cylinder is h .

Q: ez (z² C +1)

A:

Q: f R(x) = 4x and C(x) = 0.004x + 1.5x + 50,

A:

Q: F(x)=x4+13x2+36

A: To factorizie the given polynomial of 4th degree

Q: N T. E R. X +5 2x - 3

A: Congruence is a property of similarity for two geometric figures. Two geometrical figures are…

Q: n(x) n c2x) dx -2 -3

A: Given integral is as below:

Q: b. g (x) 2.

A: Given query is to find the derivative of the expression.

Q: 2- 5s b) F(s)= (s – 6)(s² +11)

A:

Q: Dľhe total costs for a company are given by C(x) = 2000 + 40x + x? and the total revenues are given…

A:

Q: find the solution of y''-2y'=x - e^3x

A: