IM: 7.3.1: How Well Can You Measure? (Lesson)
By Formative Staff
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Last updated 7 months ago
9 questions
1.1 Estimating a Percentage
A student got 16 out of 21 questions correct on a quiz. Use mental estimation to answer these questions.
Did the student answer less than or more than 75% of the questions correctly?
Did the student answer less than or more than 75% of the questions correctly?
Did the student answer less than or more than 80% of the questions correctly?
Did the student answer less than or more than 80% of the questions correctly?
1.2 Perimeter of a Square
For each of your assigned squares, measure the length of the diagonal and the perimeter of the square in centimeters.
Check your measurements with your group. After you come to an agreement, record your measurements in the table.
For each of your assigned squares, measure the length of the diagonal and the perimeter of the square in centimeters.
Check your measurements with your group. After you come to an agreement, record your measurements in the table.
Plot the diagonal and perimeter values from the table on the coordinate plane.
Plot the diagonal and perimeter values from the table on the coordinate plane.
What do you notice about the points on the graph?
What do you notice about the points on the graph?
1.3: Area of a Square
In the table, record the length of the diagonal for each of your assigned squares from the previous activity. Next, calculate the area of each of your squares.
In the table, record the length of the diagonal for each of your assigned squares from the previous activity. Next, calculate the area of each of your squares.
Examine the class graph of these values. What do you notice?
Examine the class graph of these values. What do you notice?
How is the relationship between the diagonal and area of a square the same as the relationship between the diagonal and perimeter of a square from the previous activity? How is it different?
How is the relationship between the diagonal and area of a square the same as the relationship between the diagonal and perimeter of a square from the previous activity? How is it different?
Here is a rough map of a neighborhood.
There are 4 mail routes during the week.
- On Monday, the mail truck follows the route A-B-E-F-G-H-A, which is 14 miles long.
- On Tuesday, the mail truck follows the route B-C-D-E-F-G-B, which is 22 miles long.
- On Wednesday, the truck follows the route A-B-C-D-E-F-G-H-A, which is 24 miles long.
- On Thursday, the mail truck follows the route B-E-F-G-B.
How long is the route on Thursdays?
How long is the route on Thursdays?