So lve the Rollowing (x" +2y") dx %3D

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Q: dx 4. x(х + 4) 1

A: Consider the given integration as ∫1∞dxxx+4

Q: -8 dx

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Q: Solve d 4me-m2 dy dm

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Q: 少- 3y a) dx

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: 1 dx r2+6x+58

A: Integration problem......

Q: 2r +a*dx. 2.

A: Simpson's rule  ∫abfxdx=h3y0+yn+4y1+y3+--+2y2+y4+-- h=b-an, where nis multiple of 2. x1=x+h

Q: Write an equation for the function graphed below. The y inte 5+ 4 3.

A: Introduction: Asymptotes are imaginary lines that are very close to a function's complete graph or a…

Q: 8. 位 dx √x

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Q: ∫4 / x surd (1+9x2) dx

A: We have to find the indefinite integral

Q: Find d/dx(3ln(x))

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Q: ® 2ly*t9) dx +(1-x*)ydy = %3D

A: given DE 2y2+4dx+1-x2ydy = 02y2+4dx = -1-x2ydy2dx1-x2 = -ydyy2+4integrate on both sides to get the…

Q: Solve the IVP: dH/dx 3H when H(0) = 1

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Q: Y- XLnx dx ty=zLnx

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

Q: 1. dx x2 + 6x + 10

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Q: t.

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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: • T = ४८ S 500 dx (x+azyz 2

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Q: -1) dx 3

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Q: 28+メ+x dx 4x+16

A: Step:-1 Given that ∫1∞ 2x5 +x2 +x4x6 +16 dx Take  L = ∫1∞ 2x5 +x2 +x4x6 +16 dx L=∫1∞ 2x5 4 x6 +4 dx…

Q: a.) S dx/x²+4x+5 b.) S(cscx – tanx)²dx

A: topic - indefinite integral

Q: 1 dx x² + 6x + 9

A: We have to evaluate the integral: ∫1x2+6x+9dx Rewriting the integral,…

Q: d/dx (x^6 + ln(x) + 21)

A: given ddxx6+ln (x) +21

Q: -1| dx

A: We have to follow following steps: 1)  we have to open the modules of the function. Everything which…

Q: Find  d/dx (x^2-6x+8)

A: We have to find  d/dx ( x2 - 6x + 8)  = d/dx (x2) - 6 d/dx (x) + 8 d/dx (1)

Q: d х [S* dx] Vx² + 2x dx

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Q: 10.) L So exte-x dx È

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

Q: nd (2cosx dx SiAX

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Q: |x*dx 4.

A: Solution of question as follow

Q: 1. (x+6у?)dx - 4хydy-0

A: Given problem:- (x2 + 6y2 ) dx -  4xydy = 0  Solve the given differential equation

Q: d/dx (x2+1) lnx

A: Apply product rule to find the derivative (uv)’ = u’v + uv’

Q: - 5)dx =

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Q: x'y'dx +5x² ydy + 6 ydx =

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Q: dx (1 – x²

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Q: ydy 1+ y²² = dx X when y(2) =3

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Q: a dx Зх + x2

A: We have to find the value of ∫-ππa3x+x2dx. Let I=∫-ππa3x+x2dx     I=a∫-ππ1xx+3dx

Q: dx 8. %3D

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Q: dx s). S- x+4x+5

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Q: 1/x dx

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Q: ( 10) dx x'+

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Q: too dx what can you deduce about .4 x* +2x+6

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Q: 3X +|l dx X² - X-LO

A: We have to solve

Q: dy 1 dx xlnx x²Inx

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Q: е. -5х dx e g. dx xlnx 10

A: We have to solve

Q: dx. J x² – 6x + 34

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Q: Differentiate. y= In |3x-5x dy xp

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Q: (x*dx-xydy), wher hond

A: