Solve the following Cauchy-Euler differential equation: 8 y(z) + 2 z2y(a) + 6z음y(e)=0 Select one: C, cof /3 (z))+C2 sin(v3 (z)) a. y(x) = 3D%3D • b. y(z) = C, cof 3 l(z))+C, sirf 3 In(2)). Oc.y(z)= C con vô lr(z})+C, sinf Võ li(z)) %3D O d y(z) = (C1 cos(V6 In(x)) + C2 sin(v6 In(z))a

Q: 2 2 ×50. (-13/16m²) ÷ (-23 6/1/mn³) = V 4

A:

Q: 3 dx 25¢16x2

A: We can evaluate the given integral by using the following formula.

Q: (y squared minus 2y over 7 plus 1 over 49)

A:

Q: V4x² – 49 (b) dx

A:

Q: y%3Dtan u, u= - 12x + 18

A:

Q: 8 dx 9x2 + 10x + 1

A: Given information: use partial fractions to evaluate ∫0789x2+10x+1dx Apply partial fractions to…

Q: Find gcd (3084, 1424)

A:

Q: :2 ¡dx 4

A:

Q: 6x4-5x3 +4x2 - 3x + 27 dx. Find 2x2

A:

Q: Find the power. (4t2 + t/ t − 5)^2

A: 4t2+tt-52 We need to find the power of given expression.

Q: dx Vx? + 2x + 5

A:

Q: 8/2

A: We can redraw the figure again.

Q: -dx 2x3/2 — Зх2

A: Given : ∫x2x32-3x2dx ∫x2x32-3x2dx = -∫x3x2-2x32dx Now, let us solve ∫x3x2-2x32dx Let us take  u=x⇒…

Q: VI14 38 mZC D Submit

A:

Q: 2 x 4/7

A: The correct answer is as below:

Q: P(Vm,T); PVm = RT ӘР JVm / T avm ӘT ӘТ ӘР P Vm = = =

A:

Q: P1/3=20

A: P13=20

Q: dx (4x?- 9) 3½

A:

Q: бх + 20 4. 522 — dx 186х — 8

A: This can be solved easily by integrating properly and expanding the terms.

Q: dx S 9x2+16

A: We have to solve integration.

Q: 3. S dx xVx6 – 1

A: Here we have to solve the given integration.     ∫dx/{x√(x6-1)}

Q: V25x² – 4 dx 8.

A:

Q: 3 dx Jo 2x2+5x+2

A: 32x2+5x+2=3(2x+1)(x+2)=32x+12(x+2)=32Ax+12+Bx+2=3223x+12-23x+2=1x+12-1x+2∫0132x2+5x+2dx=∫011x+12-1x+…

Q: dx 4. 4 Vx + Vx3

A:

Q: b) L,(3x² – 2x + 1) dx

A: on solving this we get the value

Q: Y + 7 = 4/3 (x -4)

A: We have to find the slope of the given line also graph the line in coordinate planes.

Exponential Growth Model

The relation that represents an exponential function is: