MATH-3190 Lecture 13: 13 subset proof template, proper sub set

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pinkmuskrat141

11 Dec 2018

School

Clemson University

Department

Mathematical Sciences

Course

MATH-3190

Professor

Elena Dimitrova

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Document Summary

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Problem 6 Circle your answer. pas du d a) 6 points) The value of da is inşa wa mã nv) not listed iv) not listed b) [6 pointsThe integral / sec (2) dx equals 1) sep (s) + C i seca) 2+C ii) in con+C ii) tan(a) +C iii) tan(2) +C iv) not listed iv) not listed c) (6 points) If f(x) dx = 4 and g(x) dx = 3, then 2f() - 4g(x) dx equals i) 4 ile ii) -4 iii) 10 mi) 10 iv) not listed d) (6 points) If h(2) is an odd function on the interval (-5,5), then h(x) dic equals LM(s) do ni) [ n(e) de ii- f*n(x) dx iv) not listed

MATH-3190 Lecture 13: 13 subset proof template, proper sub set

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Single Variable Calculus: Early Transcendentals

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