Question: Question B1: Consider the curve 3/2 = 3m + 2. There are two points on the curve where at = 1. Find the equation of

Question B1: Consider the curve 3/2 = 3m + 2. There

Question B1: Consider the curve 3/2 = 3m + 2. There are two points on the curve where at = 1. Find the equation of the line tangent to the curve at each of those points, and then nd the micintercept of each of those lines. Question B2: Consider the function f (x) = \\/1 (cos an)? on the interval [0, 7r]. (a) Use the chain rule to compute f'(:c) directly. Simplify your answer, if possible. (b) Use trigonometric identities to simplify f (as), and nd the derivative of your simplied expression. (c) Can you Show that your answers in (a) and (b) agree with each other

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