Calculus - instantaneous rate of change using the defintion

This quiz will walk students through finding a derivative using definition of derivative and limits.

Questions 6

Answers

1
Find the equation of the tangent line at x = 2
y = 15(x - 2) + 22
y = (1/15)(x - 2) + 22
y = -15(x - 2) + 22
y = (-1/15)( x - 2) +22
2
Find the limit of the function as h approaches 0.
3
6x+3
3h2+3h+4
3
What is f(x+h) in the following function?
3x2+3h2+3x+3h+4
3x2+6xh+3h2+3x+3h+4
3x2+3xh+3h2+3x+3h+4
4
Find f(x+h)-f(x)
6xh+3h2+3h
3x2+3h2+3h
3h2+3h-16
5
How many children does Mr. Hostetler have?
2
3
7
0
6
Find the tangent line when x=2
y=15(x-2)+22
y-22=15(x-2)
y-22= -15(x-2)

This quiz will walk students through finding a derivative using definition of derivative and limits.

Answers

1
Find the equation of the tangent line at x = 2
y = 15(x - 2) + 22
y = (1/15)(x - 2) + 22
y = -15(x - 2) + 22
y = (-1/15)( x - 2) +22
2
Find the limit of the function as h approaches 0.
3
6x+3
3h2+3h+4
3
What is f(x+h) in the following function?
3x2+3h2+3x+3h+4
3x2+6xh+3h2+3x+3h+4
3x2+3xh+3h2+3x+3h+4
4
Find f(x+h)-f(x)
6xh+3h2+3h
3x2+3h2+3h
3h2+3h-16
5
How many children does Mr. Hostetler have?
2
3
7
0
6
Find the tangent line when x=2
y=15(x-2)+22
y-22=15(x-2)
y-22= -15(x-2)