Compute where h(s) = rs? -r. Assume r is a constant. %3D ds

Q: J (x? — 4х + 4)10 dx

A: SOLUTION-

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Q: dx e) J 25+162 25+16x2

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Q: Write an equation given the following: m = 3, y-int = -1

A: The General equation for straight line is Y = mX+C. Where m = slope of straight line. C =…

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A: The indefinite integral always results a constant of integration.

Q: If y is directly proportional to x and y = 17.5 when x 21, find y when x 39. I| Submit

A: we have to find your when x=39

Q: The numerical value of [² ['ze'dxdy 0 3/2 2e dxdy is equal to ....

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Q: ? Question Calculate * (z3y + 1) y2 dy dr.

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Q: z is jointly proportional to x3 and y3. If z=490 when x=8 and y=4, find z when x=6 and y=5. (Round…

A: z is jointly proportional to x3 and y3. So,   z  ∝  x3y3 z = kx3y3

Q: e`y? dy = VT

A: We will reduce the domain of integration by observing the fact that, e-y² is an even function. Then,…

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

A: See the attachment

Q: Find x() given r(t) =(d'.d sint,e cost)

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Q: Scx+i) e dx

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A: We will integrate the following expression using Substitution and integration by parts.

Q: Find 1. y = ar' + br constant) + cr+d (a, b. c.d

A: Given ,  y = ax3 + bx2 + cx + d      (a , b , c , d constant) We have to find dy/dx We know that ,…

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Q: d’y dx? if y = In(cscx)

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Q: Find the value of x if ZL is the midsegment of A DNE. 20

A: To find the value of x :

Q: yj dy dx

A: Evaluation of the triple integral

Q: e*dx 19) J+ ex + e2x

A: See the details solution in below

Q: У(x? — у? + 1)ӑх -x(x? — у? - 1)dy %3D0

A: The given equation is yx2-y2+1dx-xx2-y2-1dy=0 Compare with Mdx+Ndy=0 to get: M=yx2-y2+1 and…

Q: d) S 3x²e*dx e) 2t?Vt3 +1 dt

A: evaluate the integrald)∫3x2exdxe)∫022t2t3+1 dt

Q: Accuracy in successive relief is higher than in Causs Seidel

A: This is a problem of Numerical Analysis.

Q: 1+e4x 1+e9x dx.

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Q: 3T/4 cot e) csc 2 e de T/4

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Q: Solve by integrating factor by inspection: * 2 ydx — 3хy? dx — хӑу %3D 0

A: Explanation of the answer is as follows

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A: Given integral, ∫-11xe1+x2dx

Q: Calculate MN and TN for the value of N indicated.

A: Solution Given∫0π2sinxdx   , N=6we need to find the MN and TN for the value of N indicated.

Q: calculate MN and TN for the value of N indicated.

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Q: L{t e¬at } =

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Q: Sx°e*dx =(_)-e* + c,

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Q: E(XY)=?

A: Given Data: f(x,y)=17x2y             for (x,y)=(1,1), (1,2), (2,1)           =0…

Q: e*y dydx

A: We have to sketch the region of integration first.

Q: Name a secant. K A D G О FE O DC EG O KG

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Q: Use this rule to differentiate xP. d P = (Type an exact answer.) dx

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Q: d {e® + e=®} dx Find

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Q: Y 글+ 슬이 dt =?

A: This integral can be solved easily by using standard integrals as explained in step 2.

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

A: To find the value of c that satisfy the given integral.

Q: Find F(s). L[t(e + e)?) F(s) = %3D

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Q: Q By direct Par tial integration, Solue the following PPE + dy dxdy 2(メ1b)-メ+ そ(29)334

A: Partial integration is a process of integration used to integrate a multivariable function. When a…

Q: r(t) = m(-cost + 3)i – m(sint + 3)j+ 3mtk, 0 st <TV10.

A: Given :

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Q: ds/dt+s/t=cost+sint/t solve using linear equation diff eq

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A: Take the derivative with respect to x and represent all terms for dz/dx.

Q: of HJ ?

A: Two triangles are said to be similar if their corresponding angles are congruent and the…

Q: Simplify the expression shown.

A: Leibnitz Rule ddx∫g(x)h(x)f(t)dt  =  f(h(x)) d(h(x))dx - f(g(x))d(g(x))dx