Cyclist Distance and Ratio Problems

Miss McPhee introduces a math homework video for Math 6, focusing on ratios and ratio tables. The video includes a detailed explanation of solving a problem involving a cyclist's speed using a ratio table. Miss McPhee also discusses alternative methods for solving the problem and encourages students to complete their homework. The video concludes with a reminder of the upcoming break and a thank you for the students' hard work.

What is the due date for the math homework discussed in the video?

• Tuesday, November 19th

• Friday, November 22nd

• Wednesday, November 20th

• Monday, November 18th

What is the main topic of the homework discussed in the video?

• Geometry and Shapes

• Fractions and Decimals

• Algebraic Expressions

• Ratios and Ratio Tables

In the problem discussed, how far does the cyclist travel in 20 seconds?

• 400 meters

• 350 meters

• 380 meters

• 360 meters

What two quantities are being compared in the ratio table?

• Meters and Minutes

• Meters and Seconds

• Kilometers and Seconds

• Kilometers and Minutes

What is the first step suggested to simplify the problem using a ratio table?

• Subtract 5

• Multiply by 10

• Divide by 20

• Add 10

After dividing by 10, what is the new distance covered in one second?

• 28 meters

• 38 meters

• 19 meters

• 48 meters

How do you convert the distance for one second to three seconds?

• Subtract 3

• Add 3

• Multiply by 3

• Divide by 3

What is the final distance the cyclist travels in 3 seconds?

• 47 meters

• 57 meters

• 67 meters

• 37 meters

What is the purpose of using a ratio table in this problem?

• To simplify the calculation

• To compare different cyclists

• To find the average speed

• To measure time accurately

What are students encouraged to do after watching the video?

• Submit the homework early

• Take a break

• Start a new topic

• Complete the front problems