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Q1 Average velocity is equal to the slope of a secant line through two points on a graph. Which graph? Q2 Can instantaneous velocity be defined as a ratio? If not, how is instantaneous velocity computed? Q3 What is the graphical interpretation of instantaneous velocity at a moment t = t0? Q4 What is the graphical interpretation of the following statement? The average rate of change approaches the instantaneous rate of change as the interval [x0, x1] shrinks to x0 Q5 What is the millionth derivative of f(x) = ex? Q6 Find the rate of change of the volume of a cube with respect to the length of its side s when s = 3 and s = 5. Q7Find the derivative of f(x) = x2 Cosx Q8 Find points at which f(x) =2 x has a horizontal tangent line. Q9 Evaluate ∫ 18Sin(3z + 8)dz Q10 Evaluate ∫9/4 (16+t/t^2) dt
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