Checkpoint A (4A - 4C) Place Value, Compare/Order, Add & Subtract Decimals, (Tuesday, 12/6 or Wednesday, 12/7) (22-23)

Last updated about 2 years ago
24 questions

COMPARE. ( > , < , or = )

Work Space provided, but work NOT required.

1

0.073 _____ 0.0289

1

23.294 _____ 23.298

Use data in the table below to answer the prompts.

Summer Olympics, 2016, Men’s Times (seconds), 50 meter Freestyle

1

Which swimmer had the fastest time in the men's 50 meter IM?
  • Workspace provided, work is optional.

2

Find the range for the Men’s times in the 50 meter IM?
  • Range is the difference between the highest data point and the lowest data point.
  • Workspace provided, work is REQUIRED.

1
The range for the times for the men's 50 meter IM is _______ seconds.
2
The median for the times for the men's 50 meter IM is _______ seconds.
5

Plot and label the following numbers on a number line.

  • Use the solid dot tool to make each point
  • Use the text tool to label each point neatly.

Compute the sum.

2

Show your work, neatly.

1

Enter the sum you got for this problem.

Compute the difference.

2

Show your work, neatly.

1

Enter the difference you got for this problem.

2

When simplified, which numerical expression(s) equal(s) 23.08?
  • Select all that apply
  • Show work neatly in the work space provided.

Use the information below to answer the prompts.

Blake went to Menards. He bought a screwdriver for $8.52, a socket set for $24.98, and a hammer for $12.76.

2

How much money did he spend altogether?
  • Show work neatly in space provided.

1
Fill in the blank.

Blake spent $_______ altogether at Menards.

Use the information below to answer the prompts.

The average length of a humpback whale is 12.7 meters. The average length of a killer whale is 6.85 meters.

2

How much longer is the humpback whale than the killer whale?
  • Show work neatly in space provided.

1
Fill in the blank.

The humpback whale is _______ meters longer than the killer whale.

Solve the equations algebraically.

2

1

Enter the solution to this problem in equation form.

2

1

Enter the solution to this problem in equation form.

1
The sum of the interior angles of all quadrilaterals total _______ degrees.

Use the quadrilateral below to answer the prompts.


3

Find the missing angle measure.
  • Show your work in the workspace provided.

1

Enter the algebraic equation you set up to find the missing angle measure for this problem.

1
Fill in the blank.

The missing angle has a measure of _______ degrees.