Grasshopper Hops and Fractions

In this lesson, students explore the concept of using fractions as division and vice versa. The teacher introduces a problem involving a grasshopper covering a distance of five yards in nine hops, leading to the calculation of distance per hop as a fraction. The lesson includes drawing a picture to support the solution, verifying calculations, and solving additional problems. The session concludes with instructions for an exit ticket.

What is the main focus of today's lesson?

• Exploring geometry

• Understanding decimals

• Learning about multiplication

• Using fractions as division and vice versa

How many yards did the grasshopper cover in total?

• 10 yards

• 5 yards

• 15 yards

• 9 yards

What does the fact that the number of hops is greater than the total distance indicate?

• The grasshopper didn't move

• The result will be a fraction

• The distance is incorrect

• The result will be a whole number

How is the problem visually represented?

• Using a graph

• With a drawing of hops

• Through a table

• With a pie chart

What is the distance covered by the grasshopper in each hop?

• 1 yard

• 5/9 of a yard

• 9/5 of a yard

• 2 yards

How is the solution verified?

• By checking the total distance

• By asking the grasshopper

• By measuring each hop

• By using a calculator

What is the total distance covered after two hops?

• 10/9 of a yard

• 1 yard

• 2 yards

• 5/9 of a yard

What should students do if they want to redo the exit ticket?

• Redo the exit ticket and ask for a check

• Ask the teacher for help

• Watch the video again

• Ignore it