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Fifth Grade (Grade 5) Geometry and Measurement Questions

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Grade 5 Triangles CCSS: 5.G.B.4
An equilateral triangle MUST have
  1. all sides that are the same length.
  2. no sides that are the same length.
  3. at least two sides that are the same length.
  4. no angles that are the same size.
Grade 5 Metric System and SI CCSS: 5.MD.A.1
How many meters are in 400 centimeters?
  1. 2
  2. 4
  3. 6
  4. 8
Grade 5 Metric System and SI CCSS: 5.MD.A.1
Jason was given the job of measuring the wall in the classroom in order to find the center. He was given the choice of using millimeters, centimeters, or meters when measuring the length. Which unit of measure should Jason use?          meters         

Jason used centimeters to find the total length of the wall and it measured 1,200 centimeters. To make it easier, Jason decided to convert centimeters to meters. How many meters was the length of the wall?      12     meters.
Grade 5 Triangles CCSS: 5.G.B.4
This is an example of a(n)                 triangle.
Equilateral Triangle v1
  1. right
  2. scalene
  3. equilateral
  4. isosceles
Grade 5 Triangles CCSS: 5.G.B.4
The triangle can best be described as
Right Triangle ABC v1
  1. an acute triangle.
  2. a right triangle.
  3. an obtuse triangle.
Grade 5 Metric System and SI CCSS: 5.MD.A.1
There are 0.3 kilograms of salt in a can of meat. How many grams of salt are in the meat?
  1. 3,000 grams
  2. 300 grams
  3. 30 grams
  4. 0.0003 grams
Grade 5 Metric System and SI CCSS: 5.MD.A.1
Which of the following describes how to convert 10 meters into kilometers?
  1. Multiply by 100
  2. Multiply by 1000
  3. Divide by 100
  4. Divide by 1000
Grade 5 Money (USA) CCSS: 5.NBT.B.7
A store sells pens for $1.29 and paper for $1.49. Margo has $5.00. How much money will she have left if she buys paper?
  1. $3.51
  2. $4.61
  3. $4.81
  4. $6.49
Grade 5 Quadrilaterals CCSS: 5.G.B.3
This quadrilateral is a parallelogram.
Parallelogram - Color
  1. True
  2. False
Grade 5 Volume CCSS: 5.MD.C.4
In this right rectangular prism, each small cube measures 1 centimeter on each side.

Cube Units 3

What would be the volume of a new right rectangular prism that has 15 more unit cubes than the original prism?
  1. 45 cubic centimeters
  2. 60 cubic centimeter
  3. 75 cubic centimeters
  4. 90 cubic centimeters
Grade 5 Metric System and SI CCSS: 5.MD.A.1
There are 45 milliliters of vanilla extract in a dropper. How many liters of vanilla extract are in the dropper?
  1. 0.045 liters
  2. 0.45 liters
  3. 4,500 liters
  4. 45,000 liters
Grade 5 Metric System and SI CCSS: 5.MD.A.1
Dylan has 0.5 liters of water. He needs to find out how many milliliters of water he has so he can complete his science experiment. How many milliliters (mL) of water does Dylan have?
  1. 0.005 mL
  2. 0.0005 mL
  3. 500 mL
  4. 5000 mL
Grade 5 Volume CCSS: 5.MD.C.3, 5.MD.C.3b
Tim is building with cube shaped blocks. The top view of the structure he builds is shown. The structure is 6 blocks high and each level has the same shape and number of blocks. What is the volume of Tim's structure in cubic units?
Unit Squares 6
  1. 12
  2. 18
  3. 72
  4. 96
Grade 5 Metric System and SI CCSS: 5.MD.A.1
1,500 m equals how many km?
  1. 15
  2. 150
  3. 15,000
  4. 1.5
Grade 5 Coordinate Geometry CCSS: 5.G.A.1
What is the value of the y-coordinate for the point shown on the coordinate plane?
Graph 10X10 Quadrant 1 (3, 7)
  1. 3
  2. 4
  3. 7
  4. 8
Grade 5 Metric System and SI CCSS: 5.MD.A.1
Samwise, a puppy, chased his tennis ball across a field for 33 minutes. He ran a total of 3.5 km. How many total centimeters did he run?
  1. 3.5
  2. .00035
  3. 35,000
  4. 350,000
Grade 5 Triangles CCSS: 5.G.B.4
Name the triangle.
Isosceles Triangle v1
  1. equilateral triangle
  2. isosceles triangle
  3. scalene triangle
Grade 5 Coordinate Geometry CCSS: 5.G.A.1
The point where the x-axis and y-axis cross at (0, 0).
  1. Y-intercept
  2. Slope
  3. X-intercept
  4. Origin
Grade 5 Volume CCSS: 5.MD.C.5, 5.MD.C.5b
What formula is used to measure the volume of a rectangular prism?
  1. length x width x height
  2. length x width
  3. length + width + height
  4. length + width
Grade 5 Money (USA)
Balloons cost 75 cents each. Which expression shows how to find the cost of 3 balloons?
  1. .75 + 3
  2. .75 - 3
  3. 3 x .75
  4. .75 + 3 + 3
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