Suppose f (x) = 100x2 - 5x thousand units areproduced, where x is the number of years after 2000.a. What is f (10)?b. How many units are produced in 2010, accordingto this function?

Q: cording to a study conducted in 2003, the total number of U.S. jobs that are projected to leave the…

A:

Q: 15,000 blue trout were released into the Meherrin river for a scientific study. The function, f(x) =…

A: Here, Given population function, f(x) = 15,000 (9/8)^x We have to find In 5 years what will happen…

Q: We have seen that the function g(x) = 2.577(1.017)x models world population, g(x), in billions, x…

A: Given:g(x) = 2.577(1.017)x g(x)is in billion and x is years The formula to convert an exponential…

Q: Suppose a county's population can be approximated with the function P(t)=34(1.00804)^t where t is…

A: Given t  is the number of years since 2000 So, 2000 means t=0  At t=0  So the population of 2000 is…

Q: The population of a herd of deer is represented by the function A (t) = 210(1.11)', where t is given…

A: Substitute the value of t in the equation, and calculate the value of A(t) to yield the result.

Q: The population of a city is described by the function P(t)=67,240(1.013)t, where t is the number of…

A: Explanation of the answer is as follows

Q: A farm in Canada had 218 alpacas on January 1, 2004. After 8 years, the alpaca population decreases…

A: This question is based on exponential function.

Q: A certain breed of mouse was introduced into a small island with an initial population of 320 mice,…

A: Here is the Answer and Explanation

Q: A towns population, each year, can be modeled by the function P=12000(1.025)^t how fast, as a…

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Q: Last January, the Aqueduct and Sewerage company of a municipality charged the following rates for…

A:

Q: Number of Year Students 2012 750 2013 769 2014 788 2015 808 Using exponential models, if both…

A: Let, the exponential equation for the number of students of Lee High school since 2012 is of the…

Differential Equations

Have you ever observed the movement of the satellites and rockets or how the planets go around the sun in their orbits? How will you determine their motion? Definitely they follow some scientific laws and these kinds of problems are framed as differential equations.