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20 questions
If the position function for a particle is s(t) = -t2 - t, what is the instantaneous velocity function for the particle?
v(t) = -2
v(t) -2t - 1
v(t) = t3
v(t) = -t
If the position of a particle is represented by s(t) = -t2 + 1, what is its position at t = 1?
Position = 0
Position = 1
Position = 2
Position = -1
If the position of a particle is represented by s(t) = -t2 + 1, what is its instantaneous velocity at t = 1?
Velocity = 0
Velocity = 1
Velocity = -1
Velocity = -2
Find the derivative. f(x) = -8x-3 + 5x
f'(x) = -24x-4 + 5
f'(x) = 24x-4 + 5
f'(x) = 24x-2 + 5
f'(x) = 24x-4 - 5
Find the slope of the tangent line to f(x) = -3x2-6x at x = 1.
m = 0
f'(x) = -6x - 6
f'(x) = 6x
m = -12
s(t) = t2 - 20
Find the AVERAGE velocity from t = 3 to t = 5.
2
4
6
8
Which shows the quotient rule correctly?
At which point(s) will the slopes of the tangent line are zero?
at C only
at points A, C and E only
at point B and D only
at points A and E only
Let y = (x - 1)(x + 2). Find dy/dx.
2x + 1
2x - 1
4x - 1
2x2 + x - 1
What's the derivative?
What's the derivative?
What's the definition of derivative?
Instantaneous rate of change
Slope of tangent line
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