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3 1. Evaluate ILde 'V'X 2. Evaluate jl2x +4x3 +tanZ X+1ldx 3. A baseball is thrown upward from a height of 160 feet with an

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3 1. Evaluate ILde 'V'X 2. Evaluate jl2x +4x3 +tanZ X+1ldx 3. A baseball is thrown upward from a height of 160 feet with an initial velocity of 32 feet per second. Use 32 feet per second square for the acceleration due to gravity, neglect air resistance and 3) Write an equation that gives the height of the ball in terms of time after the projection. b) When will the ball achieve the maximum height. c) What is the maximum height attained by this ball. d) - N [(x2 + 1 ) dx 4. Use the limit definition to evaluate 0 You may recall n (n + 1) 1 + 2 +3+.... + n = 2 n (n + 1) (2n + 1) And 12 + 22 + 3' +.... + n- = 6 [ (1 + sinx) dx 0 5. Evaluate 6. Find the average value of the function (x) => > on the interval |1,3 and all the values of x in 1,3 for which the function equals this average value. [lor2 - 2x - 8/ dx 7. Evaluate -2V a A W N Aul 8. a) Use 20 subintervals of the interval [0,2] to find the sums of the Left rectangles and the right rectangles to approximate the area between the graph of f(x) =v1+ x+ x3 and the x-axis between 0

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