Suppose a rumor is spreading that the government plans to give each college student $1000. Asssume that 20 people have heard the rumor as of today and that each day the number of people (past and present) who have heard it triples. Let f(t) be thenumber of people (past and present) who have heard the rumor at t days since today.a. Find an equation of f.b. How many people (past and present) will have heard the rumor 10 days from now?c. How many people (past and present) will have heard the rumor 15 days from now? Has model breakdown occurred? [Hint: Assume that the population is 112 million.]a. Find an equation of f.f(t) =¹b. How many people (past and present) will have heard the rumor 10 days from now?peoplec. How many people (past and present) will have heard the rumor 15 days from now?peopleHas model breakdown occurred?A. Model breakdown has occurred because the value for f(15) is greater than the population.B. Model breakdown has not occurred because the value for f(15) is greater than the population.O C. Model breakdown has not occurred because the value for f(15) is less than the population.O D. Model breakdown has occurred because the value for f(15) is less than the population.

Suppose a rumor is spreading that the government plans to give each college student $1000. Assume…

Answered: a. Find an equation of f. b. How many…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Choose the best answer to the following question. Explain your reasoning with one or more complete sentences. A town's population increases in one year from 100,000 to 113,000. If the population is growing linearly, at a steady rate, then what will the population be at the end of a second year? Select the correct choice below and, if necessary, fill in the answer box to complete your choice. each year. A. The population will be 127,690 because the population increases by (Type a whole number.) each year. O B. The population will be 126,000 because the population increases by (Type a whole number.) O C. The population will be 126,000 because the population increases by a factor of (Type a whole number.) each year. each year. O D. The population will be 127,690 because the population increases by a factor of (Type a whole nùmber.) O E. The population will be 113,000 because the population holds steady after the first year. Click to select and enter your answer(s) and then click Check…
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a. Find an equation of f. b. How many people (past and present) will have heard the rumor 10 days from now? c. How many people (past and present) will have heard the rumor 15 days from now? Has model breakdown occurred? [Hint: Assume that the population is 112 million.]