IM 7.5.4 Lesson: Money and Debts

Priya wants to buy three tickets for a concert. She has earned $135 and each ticket costs $50. She borrows the rest of the money she needs from a bank and buys the tickets.
How can you represent the amount of money that Priya has after buying the tickets?[br]
How much more money will Priya need to earn to pay back the money she borrowed from the bank?[br]
How much money will she have after she pays back the money she borrowed from the bank?[br]
At the beginning of the month Kiran had $24 in his school cafeteria account.
In the first week he spent $16 on lunches. How much was in his account then?[br][br]Use a variable to represent the unknown quantity in each transaction below and write an equation to represent it. What is the unknown quantity in each case?
Represent this transaction on a number line
Then Kiran deposited some more money and his account balance was $28. How much did he deposit?[br][br]Use a variable to represent the unknown quantity in the transaction and write an equation to represent it.
Represent this transaction on a number line
Then he spent $34 on lunches the next week. How much was in his account then?[br][br]Use a variable to represent the unknown quantity in the transaction and write an equation to represent it.
Represent this transaction on a number line
Then he deposited enough money to pay off his debt to the cafeteria. How much did he deposit?[br][br]Use a variable to represent the unknown quantity in the transaction and write an equation to represent it.
Represent this transaction on a number line
Explain why it makes sense to use a negative number to represent Kiran's account balance when he owes money.
Here is a bank statement.
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[/img][br][br]If we put withdrawals and deposits in the same column, how can they be represented?
Andre withdraws $40 to buy a music player. What is his new balance?
If Andre deposits $100 in this account, will he still be in debt? How do you know?[br]
The [i]national debt[/i] of a country is the total amount of money the government of that country owes. Imagine everyone in the United States was asked to help pay off the national debt. How much would each person [br]have to pay?

IM 7.5.4 Practice: Money and Debts

The table shows five transactions and the resulting account balance in a bank account, except some numbers are missing. Fill in the missing numbers.
Clare has $54 in her bank account. A store credits her account with a $10 refund. How much does she now have in the bank?
Mai's bank account is overdrawn by $60, which means her balance is -$60. She gets $85 for her birthday and deposits it into her account. How much does she now have in the bank?
Tyler is overdrawn at the bank by $180. He gets $70 for his birthday and deposits it. What is his account balance now?
Andre has $37 in his bank account and writes a check for $87. After the check has been cashed, what will the bank balance show?[br]
Last week, it rained [math]g[/math] inches. This week, the amount of rain decreased by 5%. Which expressions represent the amount of rain that fell this week? Select [b]all[/b] that apply.
Decide whether or not the equation represents a proportional relationship:
Volume measured in cups ([math]c[/math]) vs. the same volume measured in ounces ([math]z[/math]): [math]c=\frac{1}{8}z[/math]
Area of a square ([math]A[/math]) vs. the side length of the square ([math]s[/math]): [math]A=s^2[/math]
Perimeter of an equilateral triangle ([math]P[/math]) vs. the side length of the triangle ([math]s[/math]): [math]3s=P[/math]
Length ([math]L[/math]) vs. width ([math]w[/math]) for a rectangle whose area is 60 square units: [math]L=\frac{60}{w}[/math]
Add:
[math]5\frac{3}{4}+\left(-\frac{1}{4}\right)[/math]
[math]-\frac{2}{3}+\frac{1}{6}[/math]
[math]-\frac{5}{8}+\left(-\frac{3}{4}\right)[/math]
In each diagram, [math]x[/math] represents a different value.[br][img]data:image/png;base64,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[/img][br]For each diagram, what is something that is [i]definitely[/i] true about the value of [math]x[/math]?
What is something that [i]could be[/i] true about the value of [math]x[/math]?

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