For what value of c does dx = 1? J10 x4

Q: 1.) For the given circle, identify the indicated measurements: d = 4.3 m Diameter; Radius:

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Q: 2 X 1 dx -2 4

A: Let's see a formula of integration. ∫a2-x2 dx = x2a2-x2 + a22sin-1xa + C We use this formula to…

Q: For which value of p does dx 1.25? %3D

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Q: 15. (10x – 1)" (17x – 8)"- _AS

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Q: 1 5 e dx 2メ

A: Given: I=∫15e2x2xdx We know that; ∫c·fxdx=c·∫fxdx Where, 'c' is the constant. And ∫eax+bdx=eax+ba+C

Q: 28 | 30° D- H.

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Q: Evaluate. x/x-4 dx=

A: Let us consider the given expression of integral as: I=∫ xx-4 dx After subtracting and adding 4 in…

Q: Evaluate: 9 x° e- dx = 3

A: Applying product rule, ∫9x3e-xdx=9x3∫e-xdx+∫d(9x3)dx∫e-xdx dx

Q: 1 1/2 = 7/12 C C =  ?

A: 112=712C On simplification, we get ⇒2+12=712C⇒32=712C

Q: Find ∫sec2 (5x + 1). 5 dx.

A: we have to find the value of the given indefinite integral. ∫sec25x+1·5dx

Q: dy y + 3x %3D dx

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Q: 3 dx o v9 – x²

A: We know that,  ∫dxa2-x2=sin-1xa+C ∫03dx9-x2=∫03dx32-x2                    =sin-1x3+C Now applying…

Q: find the go th deriva yive of Y= (08 3x

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Q: 1) f) 6 at x = 2 3.

A: we  have to find the function value

Q: what is y=1/2tan3x

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Q: dx 28. 1– x4

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Q: Sx tas?x dx

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Q: S xsec?x dx

A: Use integration by parts to evaluate the integral.

Q: 1 dx 3. is equal to

A: The given integral:∫1x23dxWe need to evaluate the integral.

Q: y = Vx, 1sx5 5 dx =

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Q: 5 (-3)" -(x + 3)". Vn n=1 Find the radius of convergence R. If it is infinite, type "infinity" or…

A: Consider the power series ∑n=0∞cn(x-a)n. Suppose that the limit limn→∞cn+1cn exists or is ∞. Then…