Find the value of y.* 3y E 24 7y – 4 –

Q: c) Find i. y' for x4 + y = 17 If x = 3 and y = 3, calculate y'

A: Here is the solution of above problem.

Q: 24. Given z = 6x°y-e", calculate or z. A) 12y–x'e" B) 12y-ye" C) 12y-e" ху D) 12x - хуе"

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Q: Q2. Complete the following table X 2 y 0 0 ga iu -0.2 2ul 0.65 3. xu 1 4

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Q: y" + 2y' +y = e-*

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

Q: r?= x? +y' Find dy

A:

Q: H.W. Solue the followi'ng 3. px+9y

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

Q: Find the B.C.R let XXgg, Xn vN (@,1) H:0-2

A: We have to find the best critical region which we will find by using neyaman Pearson lemma.

Q: y = 8e*, on x e [0, 2]

A:

Q: Q4/ B/ If Ø = (x³y²z) and A = 2xz i - 3y²j+ 3xy²k Find 0(ФА) ay əx the point (2, -1, 3)? at

A: Given: ∅=x3y2z and A→=2xzi→-3y2j→+3xy2k→  To find: ∂∅A∂y∂xat the point 2, -1, 3 To solve the problem…

Q: 4. Find y' where y = – 1)^(2x – 1)3

A:

Q: nclosed by x = y, x = 2 - y and the x-axis?

A: And: 5/6

Q: у' -у - 2у3 36(t -2)+ e%; у(0)-D0, у(0)-3 y(t) = D %3D

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

Q: C=X+Xyz for y

A: Given,           w = x + xyz

Q: Find y" from x =t +7, y = 6t -1

A: Answer and explanation is given below

Q: D={(x,y):4 < x² +y² < 81,< x <-V3y}, V3 Find [S, dA JJp y2

A: We will use polar co ordinates to solve the problem

Q: (4x-3) find dy/dх y = (2х-7)6

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Q: Q2: Find the aren bounehd by y=x and y =X+2

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Q: x= +t and y= + 2 y= 2x

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Q: Find all values of r for which the function y = e^(rx) satisfies the equation y'' + 5y'-6y=0

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Q: Q4: Find fur, fay, fyx and fy for f (x,y) = e*/y

A: Given: fx,y=exy To find: fxx, fxy, fyx and fyy

Q: If y=t 4 then find y '

A: Given y=t4. We know that, ddxxn=nxn-1 Differentiating the given function with respect to t,…

Q: ∫(5e5√y/√y)dy That is 5e to the (y to the 1/5)

A: We have to find

Q: Find the value of c and YZ if Y is between X and Z. XY=11, YZ=4c, XZ=83

A: Find the value of c and YZ if Y is between X and Z.

Q: Find the value of max. (y, g subject to yit Ye ty3=53 %1YL ;Z0 3.

A:

Q: D R E 1. Name the image of ZF. А. 2T В. ZR С. 2Q D. ZS

A: First rotate figure counterclockwise  then flip horizontally.

Q: x3y5 Q3: Let x = 2 ± 0.005 ,y = 10 ± 0.01,z = 20 + 0.01 find u = %3D And fined the error ?

A:

Q: Find an equation of the form y = ab" + csin(2) that fits the data below 0 1 2 3 у | 2 11 X 18 49 To…

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Q: Which equation répresents the Pelationship between X table? -8 -31 5. 7 14 12 29 OF y = 3x - 7 OG y…

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Q: (b) т Vi + 1, y = t3 – 12t for t > 0 Fイ

A: According to question given that x=t+1, y=t3-12t for t&gt;0

Q: Find based on the given information. y = e 5y +3 = x

A: Solved below...

Q: XY=5.5, YZ=2c, XZ=8.9 Find the value of c and YZ if Y is between X and Z?

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Q: y with i W1 merically

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Q: y"+ 2y' +y =e* x-

A:

Q: Find d²y/dx² for the following equations: e) xy + y² = 1 f) x2/3 + y2/3 = 1 g) x³ + y4 = 16

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Q: Find the the point on the line l: +t 0 | closest to the point P(3, 2, –2). ||

A: The given line is                             l: xyz=101+t00-1 and a point         P(3,2,-2)

Q: y dy √y+2 15. Find /y using the substitution u +5=√√y+2.

A:

Q: dy r +3x+3 Find if y= I + 2 da dy da

A: Given query is to find the derivative of the expression.

Q: 15. Find all values of the constant c so that (2x + y)dxdy = 3.

A: Given equation is Firstly, we will evaluate the integral.

Q: Find y it 12 22. O Sulu Hle Sltany equanar t 2y=7, x+=17 (3)

A:

Q: 2y 2 Given that 7* ×49' = 1 and 5x x125 3 1 calculate the value of x and of y. 25

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Q: Q.1 Put the D.E (x – 1)y" + 4.xy' + Ay =0 , in self-adjoin form .

A: If the diiferential equation is a0xd2yd2x+a1xdydx+a2xy=0 then its self-adjoin form will be…

Q: D³ + D² + 4D + 4)y = 0; y(0) = 2; y'(0) = -4; y"(0) = 2. Find y(TT) %3D

A: Given that:D3+D2+4D+4y=0   y0=2 ,y' 0=-4,y''0=2To find: yπSolution :D3+D2+4D+4y=0Auxiliary…

Q: Find fxx it fixy)= x?y+e* +ysm X

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Q: D Frnef far s ? syf 2=7

A: You must have idea how to solve the equation. The explanation part is given below.

Q: dy 3. If e2y – e(y²–y) = xª – a², then the value of at the point (1, 0) is da

A: First we will find derivatives then put point

Q: Let z be a constant. Find the y" if y = v1 + 2zt + 5z?t3

A: given y=1+2zt+5z2t3 find the derivative  y'=121+2zt+5z2t32z++3×5z2t2y'=2z+15z2t221+2zt+5z2t3

Q: dy If x + xy - 3y = 3, then at the point (2, 1), A 4. 23 2.

A: Given: x2 + xy - 3y = 3 To find: y' or (dy/dx) at (2,1)

Q: y? dy 4-7 2.

A:

Q: Find y' given y = (x³ – x² + 3x + 10)S

A:

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.