8. The number of women graduating from 4-year colleges in the United States grew from 49,000 in1930 to 832,000 in 2005. Find an exponential function that fits the data. What is the exponentialgrowth rate? In what year will the number of women graduates surpass the 2,000,000 mark?

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Answered: 8. The number of women graduating from…

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Similar questions

The population in a city is increasing in accordance with exponential growthmodel. The population on year 2016 was 1000 and the population on year 2021 is 2000. What will be the population in year 2026?
9. A new car is purchased for $22,627. Each year, the car decreases in value by 3.1%. a. Write an exponential function for the value of the car using time (t) in years as the input quantity. b. How much is the car worth in 5 years? Use your equation from part a to solve. Round to two decimal places.
Suppose the population was 500 on January 1, 2000 and it was 800 on January 1, 2006. Assuming the population grows exponentially, find the growth rate. Write your answer in percentage rounded to the nearest hundredth. Enter number only, i.e., if your answer is 3.45%, enter 3.45.
In 2000 the population of California was 33.99 million. 1n2020 California's populationwas39.37 million. If the population is growing exponentially and continues to grow at the samerate, which of the following is the number of years (after 2020) when the California populationwill reach 78.74 million
China had a population in 2008 of about 1.14 billion people. The populaton is growing by about 1.34% each year. If this trend continues, when will China's population reach 1.2 billion.
The number of employees at a certain company is 1440 and is increasing at a rate of 1.5% per year. Write an exponential growth function to model this situation.
Compare Exponential Growth to Exponential Decay. Give both similarities and differences.
16. Which situation could be modeled by an exponential function? A A person's heart rate depends on the level of physical activity. B The average resting heart rate for a group of athletes is 55 beats per minutes. C Pieces of paper are repeatedly stacked and cut in half.

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8. The number of women graduating from 4-year colleges in the United States grew from 49,000 in 1930 to 832,000 in 2005. Find an exponential function that fits the data. What is the exponential growth rate? In what year will the number of women graduates surpass the 2,000,000 mark?