Math 152 Practice Exams

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Math 152 Practice Exams

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MATH 152 Midterm M152 midtermpractice2 solutions OneClass

Solution First we solve for the points of intersection of the two curves by equating the two functions 4 x2 1 x2 2x2 3 x2 3 2 q3 x 2 The easiest way to set up this particular volume integral is by using shells The formula for a volume of revolution about a vertical axis using shells is Z The first semester, Math 151 or 153, presents the differential calculus of the elementary functions of a single real variable: the rational, trigonometric and exponential functions and their inverses; various applications via the Mean Value Theorem; and an introduction to the integral calculus.

Math 152 Solutions To Exam Review Questions

Math 152 Practice Exams1 X 7. Determine whether n=1 1 n n2 converges or diverges. 8. Suppose that, on the interval [ 3; 5], the function f00(x) (the second derivative of f) has minimum value of 30 and a maximum value of 15. What is the minimum value of N 5 such that TN (the N-th Trapezoidal approximation) approximates f(x) dx with an error of no more than 20? Math 152 Calculus II for Math and Physical Sciences is a continuation of Math 151 and is part of the first year calculus sequence at Rutgers University New Brunswick Math 152 covers the integral calculus and its applications the theory of infinite series and power series parametric curves polar coordinates and complex numbers

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