Find the equation solution (y=x singx) when the value of x is start from (0) to (1) with increment 0.25.

Q: Use the fact that e4x = (ex)4 to find d/dx(e4x). Simplify the derivative as much as possible.

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Q: Solve the second derivative forf(x,y, 2) = e

A: Given f(x,y,z)=esin(x²+y²)/z To find del²f/delx²

Q: find the values of the derivatives.

A: Given: y=5-2x2y=1-1x To Find:  dydxx=-4=? if y=5-2x2dydxx=3=? if y=1-1x

Q: Solve the homogenous diff equation of; y' = y sec x

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Q: Find the second derivative of the following function: y = e** + = ex², +In(7e¯* + 5x³) – 52x 3x V

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Q: The derivative of the function y = tan(In(vx² – 6x + 1)) is: 2 -

A: Chain Rule : (fg(x))' = f'(g(x)).g'(x). d(ax+b)ndx = n.a(ax+b)n-1 dtanxdx = sec2(x)

Q: solve using bernoulli's equation 2xdy + y(y2lnx-1)dx = 0

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Q: The second derivative , for the function 7y+ 13z 3a2 is O y = 9

A: Given query is to find the second derivative of the function.

Q: Find the first and second derivatives :- y  = 1x + 1

A: The equation is  y=x+1

Q: y = (e*+4 +2)/(e2+3x +1)

A: y=e-3x+4+2e2+3x+1

Q: y = kx xe

A: y=xe-kxTo solve the derivative

Q: What is the derivative of y e2x –1

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Q: Find the first Derivative complete solution. r= (3cot42θ-4)2/3

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Q: Find the first derivative of the function Y = [(x – 1)(2x + 3)]?.

A: Let us see the expansion of (a + b - c)2 formula.(a + b - c)2 = (a + b - c)(a + b - c)(a + b - c)2 =…

Q: Find the derivative y = (2x – a) (x² + e-")

A: We havey= (2x-x3)(x2 + e-x)

Q: Find the derivative of the function. y = log 4 V3x +2

A: The Answer is Option A

Q: Find the derivative of the function y=2x+12x−1 at x=1.

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Q: dx J (5 + x5)2

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Q: 4. y² +2xy = x+y

A: We know that; The Power law: ddxxn=nxn-1 The Product rule: f·g'=f'·g+f·g' The Quotient rule:…

Q: Find the First derivative: Complete Solution for this:  1.) r= (3cot42θ-4)2/3

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Q: y = √√2x + 7

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Q: E=メ (x)NIb=R TANGET Nge of EQUATION 12)

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Q: _xe. f(x) = (1+e*)

A: Here we have to find the differentiation of given function. The solution is following.

Q: Find the derivative. y= e9x/e9x+4

A: detailed solution is given below

Q: Find the first derivative. x= -6t + 4t+ 1 xp dt

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Q: Find the indicated derivative.dp/dqfor p =q2 + 2/4q-2

A: Given a function in p in terms of q as shown below. We need to compute dp/dq.Here we use (u/v) rule…

Q: Solve for the derivative of the given equation below. x2+1 f(x) x2-1

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Q: Solve for dx/y-xdy/y^2=0

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Q: The derivative of the given function is y = 2(32x)

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Q: 19. e* +e = e**y

A: Solution ) ex + ey = ex + y  Differentiate with respect to x d/dx ( ex + ey )  = d/dx ( ex + y ) […

Q: Solve for the derivative of y IMPLICITLY 22 + Væ3 + 2y= y²

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

Q: Solve dy/dx=2xy/(x^2-y^2)

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Q: The derivative of y x²+1 is х2—1 =

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Q: find the second derivative and simplify the final result 10. y= (e^(-3x+4) +2) / (e^(2+3x) +1)

A: Given that, y=e-3x+4+2e3x+2+1 We have to find the second derivative of y with respect to x.

Q: Jnx 13. g(x) = x*

A: The given expression is g(x)=xlnx. Let y=xlnx. Take natural log on both sides of the equation.…

Q: Solve (x-y)dy=ydx

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Q: SOLVE TOTAL DIFF.. EQUATION. (x+2)²dy + y² (dx+dz) =0

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Q: 10. Solve for the derivative of y IMPLICITLY 22 + Væ³ + 2y= y²

A: Note: According to our expert guidelines only first individual question is to be answered, kindly…

Q: y = 5v 3vã х

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Q: Find the derivative of the function. y = 4x e -2x – 4 e x5

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Q: Q1: solve: * y" – 2y' + 2y = 1+ et – sint + te cost

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Q: (b). Find the second derivative. y=x²-5vx

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Q: x + y + xy = 21

A: The function is given as , x+y+xy=21 find the second derivative.

Q: y = (1+x)² 2 x² 2

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Q: • Find a formula for the nth derivative of y = 47ª, telling me how you decide what to do at each…

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Q: Se"dy 3.

A: We have to solve

Q: y" a ||

A: This is the problem of Autonomous Differential equations.

Q: find the following third derivative of y=(3x+2)2

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Q: Find the second derivative of the function. y = 1/(5x + 1)

A: we have to find the second derivative of y=1(5x+1)=(5x+1)-1

Q: y = (x² + x + 1)²

A:

Differential Equations

Have you ever observed the movement of the satellites and rockets or how the planets go around the sun in their orbits? How will you determine their motion? Definitely they follow some scientific laws and these kinds of problems are framed as differential equations.