dy -(3tan x)y = 1 dx 2.

Q: dy 3. + y = e3x dx

A:

Q: dy + 3x?y = x', x?, y(0) = 2. %3D dx

A: The given differential equation is  dy/dx + 3x2y = x2 y(0) = 2

Q: dy 2y 1. dx 2y3 %3D

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Q: Differentiate implicitly to find dy = dx 2 X +y2 dy dx - y2 = 2 X

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Q: 8-y y dx dy 'y

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Q: y = (x2 + 2)5 (3x* + 5)3

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Q: x5 dy + (5x4y - 3) dx = 0

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Q: y=(sinx)x    d2y/dx2 ?

A: Apply exponent rule and solve:

Q: find the equation of y where dy/dx = 3x + 5 and y= 6 when x = 0

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Q: dy Y- (3-2x') (3x+5x) (7-2х); dx

A: Derivative

Q: y³ + x = x³ + xy. What are the values of dy/dx where y = 0.

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Q: Resuelva dy 2xe* -y+6x² dx

A: The given differential equation is:xdydx=2xex-y+6x2

Q: Differentiate. dy dx y = 4x3 – 8x2 + 5x + 3 ||

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Q: dy - Find ay for x³ + y²x − 3 = 0

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Q: Find dx dx y = secx-7√x + 9

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Q: (2x y) dx = -x dy

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Q: Find dy dx dx y=6( cscX+ cotx)( cscX- cơ -0

A: Topic:- calculus and derivatives

Q: dy x -3x Find when y= dx I+xA Vx+1

A: Given,           y=x2-3xx+1

Q: Find dy. y=5ln(3x+x4) dy=

A: To determine the derivative of the function.

Q: •4 (ii) 2y dy dx.

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Q: Differentiate. dy dx y = 2x³ - 5x² + 7x +4 ||

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Q: dy + (1x dx 7)y = 2x°

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Q: /3x y dy dx 12.

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