Understanding Bank Account Balances

The video tutorial explains how to compare integers using inequality signs, focusing on the concept of positive and negative bank account balances. It demonstrates how to graph negative numbers on a number line and compares negative balances using inequalities, providing a practical example with bank accounts.

What does it mean when an integer is located to the left on a number line?

• The integer is larger.

• The integer is smaller.

• The integer is equal to zero.

• The integer is positive.

What happens to the value of integers as you move to the right on a number line?

• The value increases.

• The value becomes negative.

• The value remains the same.

• The value decreases.

How is a negative bank account balance represented?

• With a positive sign.

• With a zero.

• With a negative sign.

• With a decimal point.

What does a positive bank account balance indicate?

• The account is overdrawn.

• The account has no money.

• The account has a surplus.

• The account is closed.

If a bank account has a balance of -26, where would it be placed on a number line?

• Between -20 and -25.

• Between -25 and -30.

• Between -15 and -20.

• Between -30 and -35.

If two boxes on a number line equal 10, what is the value of one box?

• 10

• 2

• 20

• 5

Which of the following is closer to -25 on a number line?

• -15

• -20

• -26

• -30

If a second bank account balance is less than -26, which of the following could it be?

• -30

• -25

• -15

• -20

What inequality sign would you use to compare -30 and -26?

• -30 > -26

• -30 < -26

• -30 = -26

• -30 >= -26

Which integer is greater: -26 or -30?

• They are equal.

• -30

• -26

• Cannot be determined.