For School Year 2020-2021: Tuition 92,064.00 Basic Fees 12,385.45 Other Fees 3,750.00 The current tuition is 92,064 per semester and the average annual rate or increase is 6.96%, and the basic fees 12,385.45 and other fees 3,750 with the annual rate of increase of 6.9%. Assuming that there is no tuition fee hike and that the rate of increase is constant, compute for the following: 1. How much will the tuition fee be in 3 years? (2020 - 2023) 2. What will be the total tuition and other fees that you will have to pay in your freshman year? 3. How much will you have to save up if you are to take a 4-year bachelor course in college? 4. In how many years will the tuition fee and other fees double? Note: Assume that the rate of increase is the same for the SY 2020-2023. Model the problem with the correct exponential equation. Use interest compounded annually. Show your complete solution for each answer to the questions.

Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter12: Sequences, Series And Binomial Theorem
Section12.3: Geometric Sequences And Series
Problem 12.58TI: What is the total effect on the economy of a government tax rebate of $500 to each household in...
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For School Year 2020-2021:
Tuition
92,064.00
Basic Fees
12,385.45
Other Fees
3,750.00
The current tuition is 92,064 per semester and the average annual rate or increase is 6.96%, and the
basic fees 12,385.45 and other fees 3,750 with the annual rate of increase of 6.9%. Assuming that there
is no tuition fee hike and that the rate of increase is constant, compute for the following:
1. How much will the tuition fee be in 3 years? (2020 - 2023)
2. What will be the total tuition and other fees that you will have to pay in your freshman year?
3. How much will you have to save up if you are to take a 4-year bachelor course in college?
4. In how many years will the tuition fee and other fees double?
Note:
Assume that the rate of increase is the same for the SY 2020-2023.
Model the problem with the correct exponential equation.
Use interest compounded annually.
Show your complete solution for each answer to the questions.
Transcribed Image Text:For School Year 2020-2021: Tuition 92,064.00 Basic Fees 12,385.45 Other Fees 3,750.00 The current tuition is 92,064 per semester and the average annual rate or increase is 6.96%, and the basic fees 12,385.45 and other fees 3,750 with the annual rate of increase of 6.9%. Assuming that there is no tuition fee hike and that the rate of increase is constant, compute for the following: 1. How much will the tuition fee be in 3 years? (2020 - 2023) 2. What will be the total tuition and other fees that you will have to pay in your freshman year? 3. How much will you have to save up if you are to take a 4-year bachelor course in college? 4. In how many years will the tuition fee and other fees double? Note: Assume that the rate of increase is the same for the SY 2020-2023. Model the problem with the correct exponential equation. Use interest compounded annually. Show your complete solution for each answer to the questions.
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