Consider the indefinite integral dz: (e-2= + 2)5 This can be transformed into a basic integral by letting u = -2x + 2 v and e du = -2e-2z v dr Performing the substitution yields the integral x du u? Integrating yields the result 1 +C 4(e-2 + 2)*
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got that 3rd part incorrect, please help
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- I'm stuck please show how to find my A , B and C variables for the integral. FyI I haven't taken linear algebra to solve the problem. I'm only using basic elimination to see how to get answer. Ty!Subject: Integration by parts Evaluate the integral from 0 to 1 of (x^2+6)e^-xdx I am getting stuck towards the end when it is time to integrate. The zeros, negatives and the e's are throwing me off. Can you show step by step?(Integration) 7.2.1) Find Integration by Substitution
- 117. Precipitation The normal monthly precipitation at the Seattle-Tacoma airport can be approximated by the model R = 2.876 + 2.202sin(0.576t + 0.847) where R is measured in inches and t is the time in months, t = 0 corresponding to January 1. (Source: U.S. with National Oceanic and Atmospheric Administration) (a) Determine the extrema of the function over a one-year period. (b) Use integration to approximate the normal annual precipitation. (Hint: Integrate over the interval [0, 12].) (c) Approximate the average monthly precipitation during the months of October, November, and December.integralini ℎ = 0.4 için Simpson 3/8 yöntemiyle nümerik olarak hesaplayınız. Elde edilenyaklaşık çözümü analitik çözümle karşılaştırarak mutlak hatayı bulunuz. note:use four digits after comma note: can you write the solutions legibly.Integral of t5ln(t) dt I attempted to solve this problem (my work is shown in the picture) but I am not sure if I did it right. I would greatly appreciate a written explanation of the steps. I do not understand how to solve the problem, even if I got the right answer.
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