CALCULUS:GRAPHICAL...,AP ED.-W/ACCESS
5th Edition
ISBN: 9780133314564
Author: Finney
Publisher: SAVVAS L
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Decide whether you can find each integral using the formulas and techniques you have studied so far. Explain. (a) ∫2dx / √(x2 + 4) (b) ∫dx/x√(x2 − 9)
Give a geometric argument that explains why the integrals have equal values.
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- 5 Use substitution to evaluate the integral | (3x³ + 5)° · 27x²dx (3x° + 5)° + C (3 (3x? + 5)° + © 3x° + 5)° + C 1 (3x³ + 5)° + Carrow_forwardEvaluate the integral sec(theta)/sec(theta)-tan(theta) d(theta) A. sec2(theta) - tan(theta) + CB. tan(theta) + sec(theta) + CC. tan2(theta) + sec(theta) + C D. tan (theta) - sec(theta) +C please let me know if you need a picture. I wish i was able to format the integral better here. sec(x)/sec(x)-tan(x) dx (this is to help if you don't understand the theta input)arrow_forward
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