A 3.00-g leaf is dropped from a height of 2.00 m above the ground. Assume the net downward force exerted on the leaf is F = mg ─ bv, where the drag factor is b = 0.030 0 kg/s. (a) Calculate the terminal speed of the leaf. (b) Use Euler’s method of numerical analysis to find the speed and position of the leaf, as functions of time, from the instant it is released until 99% of terminal speed is reached. (Suggestion: Try Δt = 0.005 s.)