How many months will it take for the balance

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Reference no: EM133758315

Question: Review the material in this course and identify three different topics that you are interested in and that relate to a scenario you might encounter (or have encountered) in your personal or professional life. To do this, review the material covered in the resources and assessments to get ideas for applying the material to everyday life problems.

For example, here is a scenario using linear equations (Chapter 7 of the text):

Problem: Suppose you have $15,000 in a savings account to pay for your children's education and you contribute $225 a month to it. How many months will it take for the balance to reach $30,000?

Solution: The balance y follows the linear equation y = 15000 + 225x, where x is the number of months. So, you need to solve the equation 30000 = 15000 + 225x. Subtracting 15000 from both sides gives 15000 = 225x. Dividing by 225 gives x = 15000/225 = 66.666 . . ., so you will need 67 months (or 5 years and 7 months) to reach $30,000.

Instructions: In a Word document, write 2-3 paragraphs for each of the topics. For each topic: Order of Operations, Fractions, and Percents, Measurements, Signed Numbers, and Powers of 10, Calculate Statistical Measures Using Excel, Linear Equations, Formulas, Proportions, and Systems of Linear Equations.

Explain briefly the real-world situation to which it applies.
State the problem. Which question should be answered?
Explain the solution. What are the mathematical steps necessary to solve the problem
References must be < 5 years old.

Reference no: EM133758315

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