Theater Ticket Pricing and Pool Passes

Fola, the Brain Alive tutor, solves math problems from the North Carolina end-of-grade test for sixth grade. The video covers three main problems: calculating savings from buying a monthly pool pass, determining the length of a parking lot given its area and width, and calculating earnings from increased theater ticket prices. Each problem is solved step-by-step without a calculator, demonstrating manual calculation techniques.

What is the cost of a one-day pass to the swimming pool?

• $2.00

• $3.00

• $2.25

• $1.50

How much does a monthly pass to the swimming pool cost?

• $40

• $25

• $30

• $35

How much money will Joe save by buying a monthly pass instead of daily passes?

• $25

• $20

• $15

• $10

What is the formula for calculating the area of a rectangle?

• Length + Width

• Length / Width

• Length x Width

• Width - Length

If the area of a parking lot is 2/3 square kilometers and the width is 1/2 kilometer, what is the length?

• 1/3 kilometer

• 2 kilometers

• 1 kilometer

• 1 1/3 kilometers

What was the original price of a theater ticket before the increase?

• $7.50

• $7.25

• $7.00

• $7.75

What is the new price of a theater ticket after the increase?

• $8.00

• $7.75

• $7.50

• $8.25

How many tickets were sold at the higher price?

• 325

• 315

• 300

• 320

How much additional revenue did the theater earn from the price increase?

• $80.00

• $75.00

• $85.00

• $78.75

What is the difference in total earnings from ticket sales before and after the price increase?

• $78.75

• $80.00

• $85.00

• $90.00