√x(y)²-(√x cos √x - sec √x)y'=1

Q: The first derivative of y = cos(3x-8) is O a. - sin( 3x-8) O b. 3 sin( 3x-8) O. - 3xsin( 3x-8) O d.…

A: Given function is, y=cos3x-8.   It is differentiated as follows: dydx=ddxcos3x-8

Q: The y' of the given function is (1–2 sin? 4x) y

A:

Q: find y' y=cos(3x)+cot(5x)

A: We have to find derivative of f(x),where f(x) is given by:

Q: (b) ( cosx) = -sinx dx

A: To Determine: find the derivative of cosx Given: we have a function cosx Explanation: we have a…

Q: y=ln|sec3x + tan3x|

A:

Q: solve for y'. y=sin-1[(ax+b)/(bx+a)]

A: Sin-1x can be written as asin(X)   So we have expression as y=sin-1(ax+b)(bx+a) We have to solve for…

Q: y = π/2 sinx y' =

A:

Q: 2, " cos“(x)sin*(x)dx

A: To find : ∫0π2cos6xsin4xdx

Q: y' = 2 - sin t

A: Given that y'=2-sint. solve the above differential equation as follows.

Q: Find the y'(0) when y = cos (sec²(2x))

A:

Q: f(x) = cos3(4x-1) Differentiate the equation

A: Given that: f(x)=cos3(4x-1)

Q: 8e cos 2x dx csc(x) sec(x)

A:

Q: y = (cos x-x4+ 1/x2)5 - In (3x+1)  Find dy/dx

A: =?

Q: Find f.  f'''(t)=12+sint

A:

Q: Find the derivative of y = x°e*. O a. y' = 3e*x2(e*+x) O b. y 3x2(e* +1) O c. y = e*x2(x+ 3) O d. y'…

A:

Q: eln x, find y"

A: Explained below

Q: 2 tan-1(x)dx =

A:

Q: Find y' and y'". y=cos(xsin3x)

A: