dy if y = 53*, than dx %3D

Q: 8. Calculate "e+y\dx dy -00 -00

A:

Q: dy * dx - y ーy=ー x +1

A: TO SOLVE THE FOLLOWING DIFFERENTIAL EQUATION GIVEN xdydx -y=xx+1 CONCEPT SIMPLIFY ABOVE EQUATION AND…

Q: Calculate dy/dx. No need to expand answer. y=7x^2-9x+17/2x+4 dy/dx=

A:

Q: Find dy/dx by implicit differentia exly = 7x – y y' =

A: Quotient Rule of differentiation : ddxuv = v.dudx -u.dvdxv2 dexdx=ex dxndx=n.xn-1

Q: dy Find the solution of 2ху + dx X. 2у-1

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Q: Find for the function y = 3*. dx dy dx 11

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Q: 2) dy x+3y dx 2x

A: We will solve the problem

Q: = (x²ye 3xy²) dy dx

A: dx = x2yey3 - 3xy2 dy

Q: dy Differentiate implicitly to find dx xy2 x +y dx II

A:

Q: dy Find for dx 2. y = x(e*) = x(e*)

A: Given: y=xex   ....(1)   As we know that; The Product rule; f·g'=f'·g+f·g' And ddxlnx=1xddxex=ex

Q: Q3) Evaluate xty'dy dx?

A: Given: ∫24∫12x2y2dydx

Q: Calculate dy/dx Simplify your answer y=3x+6/ 5x-1 dy/dx=

A: Given, y=3x+65x-1 now find dydx we know, duv=vdu-udvv2 apply this derivative formula

Q: [a - y)dy dx 28.

A:

Q: Find dy/dx in terms of x and y if x8 + y? = V10. %3D dy dx ||

A:

Q: Calculate dy/dx  Simplify your answer.  y = x3(8 − x2)   dy/dx=

A: Product rule:

Q: Differentiate implicitly to find dy/dx. - y2 = 16 x2 + y2

A: In order to solve this function firstly we need to differentiate it with respect to x on both sides…

Q: Find for y = dx dx X [11tªdt. 0

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Q: dy dx x + y 31.

A: we have to integrate the given definite integral ∫12∫041x+ydydx

Q: Calculate dy/dx Simplify your answer y =  x^3 (4 - x2) dy/dx=

A: Given: y=x3(4−x2)

Q: .4 In x dx dy xy

A:

Q: L V9 – x² dx

A: Given,          ∫039-x2dx

Q: Calculate dy/dx Simplify y=x^7 (1-x)

A:

Q: dy x+3у 5- dx 2х

A: Given:      -dydx=x+3y2x

Q: Find dy/dx. x = 3√ t, y = 4 − t

A: Given- x=t3,y=4-t To find- dydx Concept used-  dydx=dydtdxdt

Q: Find dy by dx when y is equal to 3x³-12x²+7x-19 divided by 4x

A: To find dydx when y=3x3-12x2+7x-194x. Solution: Power rule of differentiation states that:…

Q: Differentiate implicitly to find dy/dx. -y2 = 7 x2 + y2 %D .2 dy dx %3D

A: Given that, xx2+y2-y2=7

Q: dy Find for dx 5) y = sec-(2e3x)

A:

Q: dy Find where y = csc dx Provide your answer below: dy dx = +9). 6x + 9

A: y = csc-(1/(6x+9)) find dy/dx = ?   here we use formula  dcsc-x/dx = -1/xx2-1   using this formula…

Q: dy Find when y = (5x + 6)*(1 – VE)°. dx dy dx

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Q: Calculate dy/dx Simplify your answer y=3x+6/ 4x-1 dy/dx=

A:

Q: dy + y =0 dメ 0 2) dx?

A:

Q: Solve dy / dx = 1 /( x^2 – 1) , for y(0)

A: Given,                        dydx=1x2-1;         y(0)=0

Q: dy/dx of y=e^3x+1

A:

Q: dx 6) I = v9-

A: As per our guidelines we are allowed to do 1 question at a time. Please post other questions next…

Q: Calculate dy/dx Simplify y=(4x-6)^2 dy/dx=

A: Using derivative we have

Q: d'y If x=a (t-sint),y=a(1+cost) Find dx?

A: Given    x = a(t - sint),  y = a(1+cost) Firstly dy/dt and dx/dt will be calculated

Q: /3x y dy dx 12.

A: Let I=∫02∫x3xydydx Solve above integral.

Q: dy * Find dx ソ= sint sx-cost

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Q: 3. (бх + у?)dx + y(2х — Зу)dy

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Q: Solve for dy when y = + 3x, x=2 and dx =0.5

A: The given problem is related to total differentiation.

Q: what is the general equation to the equation dy dx 2 2 dx²

A:

Q: 7) I = jx v-4 dx dx 8) I= J+ 12

A: Note: as per our experts guidelines we should have solve only 1 question so please repost and…

Q: dy y3 – x3 dx ху?

A:

Q: dy = -- x dx; y(1) = 9

A: Given data:     The given equation is: dy=(8/x-x)dx. The given condition is: y(1)=9.     Integrate…

Q: dy х+3у. dx 2х

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Q: 7. dy = (x – 3y)dx

A:

Q: I need the answer as soon as possible

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

Q: La S* (16 – y – y) dy dx = 47. 512

A: ∫-22∫x28-x2(16-y-y) dy dx

Q: dy_ y+x+4 dx у-х+8

A:

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.