dy =1 – y? dx .2

Q: dy Determine dx in terms of x and y for the equation x + xy2 – y = 3.

A:

Q: Find dy/dx for x?+6xy?+y%= 12

A: Given,          x2+6xy2+y3=12

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

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Q: dy Еxc: dx Exc: of y = coth²/1 – x³

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Q: dy Differentiate implicitly to find dx 8x? + 9xy + 7y + 17y -8 = 0 dy %3D dx

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

Q: dy Q3) Find dx for 3(x? + y?) ² = 100xy

A: Here, the derivative dydx is obtained by implicit differentiation. Thus to find the derivative first…

Q: y/2 dy dx Ans é-l

A: As per answering guideline, only one question can be answered at a time. Please repost other…

Q: d'y dy -4- 4- dx? dx -3y=0. y(0)=1, y(0)=5

A: According to the given information, it is required to solve the given differential equation.

Q: dy dx 33. Vx+y

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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: dy Given y = xy² + e* calculate and report the value of when y = x = 1. dx

A: Given,  y=xy2+ex

Q: Find dy/dx x = 2eθ , y = e−θ/2

A: Given:  x = 2eθ  and y = e−θ/2

Q: 2. d'y dx? -- 3y = 0 dx

A:

Q: Find dy/dx in terms of a and y if x?y – x - 4y – 10 = 0. dy dx

A: To find the derivative w.r.t x using implicit differentiation.

Q: (x + y – 4)dx – (x – y + 2)dy = 0 Your answer Scanned with CamScanner

A:

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

A: Product rule:

Q: Find dy/dx. y=15

A: The rule for differentiating constant functions is called the constant rule. It states that the…

Q: Calculate dy/dx. Simplify your answer. y=x^3(9-x^2) dy/dx=

A:

Q: dy y In y dx

A: Please see the explanation below

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

A: Given: y=x3(4−x2)

Q: (4) Y dy ху+у? dx x2

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Q: d?y Calculate dx y = -

A: Derivatives can be defined as rate of change of function with respect to an independent variable. It…

Q: Find dy/dx for this equation, 384=(x+2)3/4(y+3)1/3.

A: We have , 384=(x+2)3/4(y+3)1/3 Cubing both sides

Q: Find dy/dx and d2y/dx2. x = et,    y = te−t

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Q: Find for y = dx dy dx 1 C

A: On solving this we will get

Q: dy Find dx given that +y - 5y– x² = - 4.

A: Given,            y3+y2-5y-x2=-4

Q: dy Find for the equation below. dx 4x + 6Vxy = 7y³

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Q: y=xe powerx ,dy/DX=

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Q: d?y Calculate dx² y d²y dx

A: Given, y=2x We have to calculate d2ydx2 First we find first derivative then second.

Q: dy/dx + x®y = x®y?

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Q: 2x exp Evaluate dy dx y? ,2 Check Answer

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Q: (y+ /x²ty? )dx- X dy = 0

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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 dx =y-x, y(0) = 2

A: Introduction: The formula of the fourth-order Runge-Kutta method is given by,…

Q: Calculate dy/dx Simplify your answer y=x^3(1-x^2) dy/dx=

A: Given , y = x3 (1 - x2) We have to Calculate dy/dx We know that ,  If y = uv then  y' = u'v + uv'…

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

A:

Q: A. (x+1)* -y? ) dy dx

A: To solve (a) only Ques (a) : ((x+1)²-y²)dy/dx -(2(x+1)y-10(x+1)²)=0

Q: dy - y(xy' 1) 2. Sove dx %D

A: The general form of  linear differential equation of first order is, dydx+Py=Q, where P and Q are…

Q: Sõlve: d²y Y- dx? d²y + = 7(y+1)- dx? dy dx

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Q: dy 4. y = e*y? dx

A: Solution 4: Given differential equation is dydx-y=exy2 We can write it as 1y2dydx-1y=ex         (1)

Q: Calculate dy/dx Simplify your answer y = 3x(4x2 − 1) dy/dx=

A:

Q: dy In y ,if cot6x - 2x'y+ xe' = 20cos2y– dx Find

A: We have to find dydx, if cot6x-2x3y+xey=20cos2y-lny2.

Q: dy - y = e*y? dx

A: Let us consider the given differential equation dydx+P(x)y=Q(x) To solve the differential equation…

Q: dy y3 – x3 dx ху?

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Q: dy dy -Find dx when x=4t2 + t – 2 and y = 3t³ –1, find dx

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Q: Find dy/dx. 2xy3 – x?y = 1 %3D dy xp

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Q: d’Y 2) Find dx? X = et et Y = et + t?

A: we have to find the second order derivative

Q: dy 1– y? dx

A: To solve the differential equation x2ydydx=1-y2 apply the method of separation of variables. Group…

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.