Advanced Placement Calculus 2016 Graphical Numerical Algebraic Fifth Edition Student Edition
5th Edition
ISBN: 9780133311617
Author: Prentice Hall
Publisher: Prentice Hall
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c) Explain how evaluating trig functions is important to complete definite integrals.
ed at 10:08 PM
Q2
Let a be a positive constant. Use geometry
and properties of integrals to evaluate exactly
[² (√₁² = 1² + \a + 3t| + a) dt.
-a
Q3
Let f be a function defined by the graph below. In addition, suppose
6
So f(x) dx -a for a positive constant a. Fill in the blanks. Select the
not need to show your work. simplify.
Please tell me the answer and show me the work to get the answer
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- Evaluate 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_forwardAll parts please!arrow_forwardWhat is the integral? I completed the square and set t-3=sqrt(2)sec(theta). Everything (including dt) would cancel out, leaving the integral of tan(theta), which would become ln|sec(theta)|+C, but my actual value of sec(theta) is either wrong, or the process leading up to this is wrong.arrow_forward
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