A. ANTIDIFFERENTIATION. Evaluate the following. Show your complete solutions NOT HANDWRITTEN PLEASE. 1.J (²x² + 3x² + 1) dx2.f(x³ + x² + x−¹)dx3. fp³+p²+p+1 dpp34. √ 2² (√₂ + √2-1) dz5.8x³+27 dx2x+3

Since you have posted multipart question and we can answer three subparts. So, answered the first…

Answered: ANTIDIFFERENTIATION. Evaluate the…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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The total number of people, P, who have been infected with a contagious virus t weeks after the epidemic began is given by the following formula. 1170 P = 1+2(0.5) Complete parts a through d below. a. How many people originally had the virus? Originally people were infected. b. Complete the table. P 1 2 3 4 c. In the long run, how many total people will be infected? 1170 people d. Represent your answer to part c using limit notation by dragging the appropriate choices in the template.
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VSMT Manufacturing Company decided to divide its workforce on Independence Day so that production will not be hampered. 20 of its employees will be spending their rest day while the other 20 will continue to render an 8-hour duty. The hourly rate for each employee is P52 a. How much the company will pay for each of its employee who worked on that day? b. How much the company will pay for all its employees who rested on that day? c. How much the company will pay for all its employees who worked on that day?
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Add up all the items and divide it by is the formula to find the average. Oa. The unlikely number of items O b. The total number of items OC. The maximum number of itemns O d. The minimum number of items
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