= ((t) dt, for 0 x 6 be given in the graph below. Note I is...
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= ((t) dt, for 0 x 6 be given in the graph below. Note I is a piecewise (2) Let y = function. 2. 1 0 1 2 3 * 5 6 -1 -2- (a) Over which intervals is positive? Over which intervals is / negative? Over which intervals is zero? (b) Over which intervals is l increasing? Over which intervals is 1 decreasing? Over which intervals is constant? (c) Determine (or approxinate) the maximum of 1. (d) Determine (or approximate) the average of 1 on [0,6]. (e) Determine the difference: y(3) y(1). = ((t) dt, for 0 x 6 be given in the graph below. Note I is a piecewise (2) Let y = function. 2. 1 0 1 2 3 * 5 6 -1 -2- (a) Over which intervals is positive? Over which intervals is / negative? Over which intervals is zero? (b) Over which intervals is l increasing? Over which intervals is 1 decreasing? Over which intervals is constant? (c) Determine (or approxinate) the maximum of 1. (d) Determine (or approximate) the average of 1 on [0,6]. (e) Determine the difference: y(3) y(1).
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