IM 8.3.14 Lesson: Using Linear Relations to Solve Problems

For each relationship described, write an equation to represent the relationship.
Grapes cost $2.39 per pound. Bananas cost $0.59 per pound. You have $15 to spend on [math]g[/math] pounds of grapes and [math]b[/math] pounds of bananas.
A savings account has $50 in it at the start of the year and $20 is deposited each week. After [math]x[/math] weeks, there are [math]y[/math] dollars in the account.
Each line represents one person’s weekly savings account balance from the start of the year.
[img]data:image/png;base64,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[/img][br][br]Choose one line and write a description of what happens to that person's account over the first 17 weeks of the year. Do not tell your group which line you chose. [br][br]Share your story with your group and see if anyone can guess your line.
Write an equation for line [math]a[/math] on the graph. What do the slope, [math]m[/math], and vertical intercept, [math]b[/math], in each equation mean in the situation?
Write an equation for line [math]h[/math] on the graph. What do the slope, [math]m[/math], and vertical intercept, [math]b[/math], in each equation mean in the situation?
Write an equation for line [math]c[/math] on the graph. What do the slope, [math]m[/math], and vertical intercept, [math]b[/math], in each equation mean in the situation?
Write an equation for line [math]d[/math] on the graph. What do the slope, [math]m[/math], and vertical intercept, [math]b[/math], in each equation mean in the situation?
Write an equation for line [math]e[/math] on the graph. What do the slope, [math]m[/math], and vertical intercept, [math]b[/math], in each equation mean in the situation?
For which equation is [math](1,70)[/math] a solution? Interpret this solution in terms of your story.
Predict the balance in each account after 20 weeks.
The Fabulous Fish Market orders tilapia, which costs $3 per pound, and salmon, which costs $5 per pound. The market budgets $210 to spend on this order each day.
What are five different combinations of salmon and tilapia that the market can order?
Define variables and write an equation representing the relationship between the amount of each fish bought and how much the market spends.
Sketch a graph of the relationship. Label your axes.
On your graph, plot and label combinations A-F.
[center][img]data:image/png;base64,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[/img][/center][br][br]Which of these combinations can the market order if it spends exactly $210?[br]
Explain or show your reasoning.
List two ways you can tell if a pair of numbers is a solution to an equation.

Information