Determine the true statements concerning average speed and instantaneous speed of a particle moving along the function f(x) = 4t3. Check all that apply.

The average speed between t = 1 and t = 3 can be calculated using Limit of StartFraction 4 (3) cubed minus 4 (1) cubed Over h EndFraction as h approaches 0
The average speed between t = 1 and t = 3 is 52.
The instantaneous speed at t = 1 can be calculated using Limit of StartFraction 4 (1 + h) cubed minus 4 Over h EndFraction as h approaches 1
The instantaneous speed at t = 1 is 12.
The instantaneous speed at t = 3 is greater than the average speed from t = 1 to t = 3.