Calculus AB Final Review (Semester 1)

Front

Find the limit of the function as x approaches 2.

Back

DNE

Front

The acceleration function is the first derivative of...

Back

velocity

Front

If f''(x) > 0 over the interval (-7,1), then what will be true about f'(x)?

Back

It's increasing

Front

What is the limit?

Back

12

Front

What will be true at an inflection point?

Back

f''(x)=0

Front

Evaluate

Back

1

Front

If a function has a derivative that is negative, what does that tell you?

Back

The function is decreasing

Front

Find the derivative of x⁴ cosx - 4x³sinx, x⁴ cosx + 4x³sinx, 4x³cosx, -4x³cosx.

Back

x⁴ cosx + 4x³sinx

Front

What is this expression equivalent to? Options: f '(g'(x)), f '(x)g'(x), f '(g(x))g'(x), f '(g(x)

Back

f '(g(x))g'(x)

Front

What is the range of t? Options: A.) 0<t<2, B.) 1<t<5, C.) 2<t<6, D.) 3<t<5 only, E.) 1<t<2 and 5<t<6

Back

0