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1. Tuition Costs In 1990, the cost of tuition at a large Midwestern university was $95 per credit hour. In 2004, tuition had risen to
1.
Tuition Costs |
"In 1990, the cost of tuition at a large Midwestern university was $95 per credit hour. In 2004, tuition had risen to $277 per credit hour." |
Determine a linear equation C to represent the cost of tuition in terms of x, the number of years since 1990. C= |
In the year 2011, tuition will be $ ____ per credit hour. |
In the year _____ , tuition will be $394 per credit hour |
2.
Linear Application |
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The equation C=330003300q represents the balance in your college payment account after q quarters. |
Interpret the Slope in this situation. The balance in this account is (Select an answer: decreasing/increasing) at a rate of (Select an answer: dollars per year/dollars/dollars per quarter/years/quarters/quarters per dollar). |
Interpret the Initial Value in this situation. After ____ quarters, the balance in this account is $____. |
How many quarters will this account pay for? You can pay for _____ quarters before the money in this account is gone. |
3.
Linear Equations | |
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When a new charter school opened in 2000, there were 540 students enrolled. Write a formula for the equation N, representing the number of students attending this charter school t years after 2000, assuming that the student population: | |
Increased by 28 students per year | N= |
Decreased by 40 students per year | N= |
Increased by 48 students every 2 years | N= |
Decreased by 36 students every 4 years | N= |
Remained constant (did not change) | N= |
Increased by 10 students every semester (twice each year) | N= |
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