Question

1- Differentiate the function

g(x) = 7/8x^2 - 7 x + 14

g'(x) =

2- Differentiate

g(x) = (1+8x)/7-6x

Find the derivative of the function.

y = x sin (6/x)

Answer #1

1) Differentiate the function
y= 1/ (9x-8)6
2) Find the derivative of dy/dx of the given function
y= x3(2x-9)7
3) Differentiate the function
y=(4x-4)2(2-x5)2
4) Differentiate the given function
y=(x+4/x-9)8
5) Find the indicated derivative
d/dt ((4t-8)5/t+6)

Find the X and Y intercept
7. Y= 5x2 + 6x +1
8. 6x+y=8
9. Y=6x^2+8x-8

1) Differentiate the function
y=(4x-4)3(2-x5)3
2) Differentiate the function
y=(x+5/x-1)8
3) Find the indicated derivative
y=((2t-4)8/t-8)

Differentiate the function.
a) f(x) = x5 − 4x + 5
b) h(x) = (x − 5)(4x + 13)
c) B(y) = cy−9
d) A(s) = −14/s^5
e) y = square root/x (x-8)
f) y = 8x^2 + 2x + 6 / square root/x
g) g(u) = square root/6u + square root/5u
h) H(x) = (x + x^−1)^3

1. Find the derivative of
f(x)= √4-sin(x)/3-cos(x)
2. Find the derivative of
1/(x^2-sec(8x^2-8))^2

1). Find the derivative of the function. y= 3ln(x+6)/2-6x
2). Find the derivative. y= e^x^5 ln x

Differentiate the function
y=ln(e-x +xe-x)
Find y and y"
y=ln(sec(3x)+tan(3x))
Use logarithmic differentiation to find the derivative
of the function.
y=(cos(9x))x
Use logarithmic differentiation to find the derivative
of the function.
y=(sin(9x))(lnx)

Differentiate the function. s(t) = 2t − 4(2t^4 + 2)^3
Find the indicated derivative.
dz/dx for z= x^3 + x^2/(1-x-6x^2)

1. Find the derivative of the function.
y = e−8/x
2. Find the derivative of the function.
s = t8et
3. Find the derivative
of the function.
y = ex5 − (ex)5
4. Find the derivative of the function.
y = e−5x ln(6x)

1. (5pts.) Compute the derivative dy/dx for y = 7√ 9π +
x ^5 /6 + 27e^x .
3. (5pts.) Write the equation of the tangent line to the
graph of y = 3 + 8 ln x at the point where x = 1.
4. (5pts.) Determine the slope of the tangent line to
the curve 2x^3 + y^3 + 2xy = 14 at the point (1, 2).
5. (5pts.) Compute the derivative dw/dz of the function
w =...

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