f(x)dx =| -8 -4 -4 (9f(x) – 7)dx

Q: dy ニ 3 x +y-2

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Q: dy :- 15x²y and y = 4 when x = -4 dx

A: To solve the initial value problem  dydx = -15 x2ydyy = -15x2 dx

Q: Find the constants a and b that maximize the value of -x²) dx. (a, b) =

A: ∫ab(1-x2)dx

Q: (x+1 0SxS2 f(x) = { Then what is the result of| ($2) dz 5

A:

Q: d³y 4. dx3 d?y dy -2- dx2 + 4 – 8y = 0 dx

A: The given differential equation is; d3y/dx3 -2d2y/dx2+4dy/dx-8y=0.

Q: y(2x³ -x²y + y³)dx – x(2x³ + y3 )dy = 0

A: y2x3-x2y+y3dx-x2x3+y3dy=0

Q: Find d2y/dx2 in terms of x and y. x2 + y2 = 3

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Q: r/64–x² r61-x²-y² x dz dy dx -67+x²+y²

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Q: d²y - x² = 0 with dx2 (x = -3) = 2, y(2)=4 dx

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Q: ) y( 3x*- xy - 7)d -x ( xy ty- 2x) dgy = 0

A:

Q: B: Find dy /dx 4x5-5x+2x3 2- y = x2

A: We have to find the derivative dy/dx.

Q: 1. (2x6x5 +7x³-3x² - 11) dx 2. f(9y2 +6y-4-y-5+1) dy (12x-x+x) dx 3.

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Q: Find d2y/dx2 for the equation x=x3y2-3y3

A:

Q: „ 2x2-5x if y= dx dy Find 5x3 +5

A: y = ( 2x2 - 5x ) / ( 5x3 + 5 ) y'=?

Q: -4x-2 FInd given y =-2 dx Sx+3

A: By using partial differentiation.

Q: f (x) dx 21 and g(x) dx 14, find 3f (x) + 5g(x)] dx.

A: ∫09f(x)dx = 21   ∫09g(x)dx = 14∫093f(x) + 5g(x)dx = ?

Q: Find dy/dx. x2 - 4y2 = 3x3y4

A: From the given data:

Q: (x² + y²)dy dx 7.

A: Given  ∫-22∫04-x2(x2+y2) dydx

Q: |f(x) dx g(x) dx = 15, find / [3f(x) + 5g(x)] dx. If 28 and

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Q: f(x)=10/17sqrt(6x^2+2x+6)= 10(6x^2+2x+6)^1/17, then df/dx =

A: f(x)=106x2+2x+6117

Q: 2x d³y d'y dx³ dx² 2 = d²y_a². dx2

A:

Q: d'y d²y dy dx3 -2 dx2 +9. - 18y = 0 dx

A: Given equation is d3ydx3-2d2ydx2+9dydx-18y=0Here we have a linear differential equation which…

Q: d²y x-9 Find for y dx2 = (3x² –2x+5)

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Q: dx (x-2)V4x²-16 is equal to 2 - -1 + C 4 sec

A:

Q: calculate d2y/dx2 when y=0.4x-0.3

A: use this formula:

Q: Find d2y/dx2   e4y+x=8y

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Q: x+2 a) f- =dx V2x-x² |xIn(x+1)dx b)

A: Given that  (a) ∫(x+2)/√(2x-x2) dx   (b) ∫x ln(x+1)dx Here we have to calculate the given integral.

Q: (x4 - 4x²y²-y4) dx + 4x³ydy = 0; when x = 1, y = 2

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Q: Find :a. b. 20 fő -1 20 dy (1+y) ² (20-6x) e 20x - 3x² dx

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Q: d²y B Show whether y = Ax² + · x2 is a solution for x2- dy + x dx + 3y = 0 or not. dx2

A: If y=Ax2+Bx2 is a solution for x2d2ydx2+xdydx+3y=0...(1) then it satisfies equation (1).

Q: 3x2-3-4e2x and y(0) 8, then y= If dx x3- 3x - 4e2x x3- 3x - 2e2x + 8 x3- 3x - 2e2x x3- 3x - 2e2x +…

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Q: If f(x) dx = 3 and f(x) dx = 4 what is the value of %3D 5f(x) dx?

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Q: 6+ | f(x) dx = 21 and g(x) dx = 14, find (3f (x) + 5g(x)] dx.

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Q: dy. dx2 y = -6x2 + 7x Calculate d²y dx2

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Q: dy 4x2 + x dx y + 4

A: Given : dydx = 4x2+xy+4

Q: d²y + y = 0 dx2

A:

Q: d³y 6. dx3 23- 33+ 10y = 0 dx2 dx

A:

Q: d’y d²y D. = 3e* +4x2 dx dx2

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

Q: d³y 10- 7+ 196y = 0 dx3 dx2 dx

A: From the given differential equation; d3ydx3-10d2ydx2-7dydx+196y=0 So, we can also write as;…

Q: dy y2-8y+5 13-1 dx x2+2x+5

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Q: calculate  d2y dx2 . y = −  4/ x2

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Q: y, = x2 + 2x + 2 Y2 = 2x + 18 dx 25- 20 15 y 10- 5- 6.

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Q: dy 2 y = x3 – 6x3 бх3 — 5; - | dx5

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Q: Find  d2y dx2  in terms of x and y. x2y2 − 2x = 7 d2y dx2 =

A: Given The equation is x2y2 − 2x = 7

Q: Find the complete solution: 16) = x2 – 2x – 4, y= -6 when x= 3 | dx

A: ∫xn dx = xn+1n+1+C

Q: d²y dy + 2 dx 12х — е2х || dx²

A:

Q: -2 S.f(x)dx -4 a. b.5°2f1x) dx C.5f(x) dx

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Q: dy 3x - 4 81. if y = %3D dx 12r²

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Q: dy Find - if y = dx dx 9x-8 72x2

A: NOTE: Refresh your page if you can't see any equations. . take derivative