Fifth Grade Math Unit 3 Assessment

Fifth Grade Math Unit 3 Assessment - Geometry

Find the mode for the following set of numbers:

17, 21, 21, 25, 28, 28, 29, 28, 30, 33, 34, 37, 37

Review Statistical Landmarks
Find the range for the following set of numbers:

37, 21, 21, 25, 19, 28, 28, 15, 30, 33, 34, 24, 37, 28

Review Statistical Landmarks
Solve:

9,582 - 7,298 = ______
Round 13.762 to the nearest tenth:
Subtract:

91 - 105 =
Check the best estimate for:

287 * 53 =

Review Estimating
1. 1,500
2. 150,000
3. 15,000
4. 15000
Use the partial sums addition method:

7,318 + 5,219 =

Review Partial Sums Addition Method
Estimate:

5,039 - 2,592 = __________

Review Estimating
For all equilateral triangles, check the statements that are true:

Review Equilateral Triangles
1. All sides are equal
2. The sume of the three angles = 360 degrees.
3. All angles are not equal
4. All angles of all equilateral triangles = 60 degrees.
You measure the length of the sides of the triangle in this figure and they are all the same length.

What is the measure of angle D?

___________ degrees

Review Equilateral Triangles
Taylor had a collection of 378 video games. He went to the store and sold 57 games. He also bought 29 games. He then gave half of his collection to his best friend because he wanted to spend more time reading and less time playing video games. How many games does he now have in his collection.

Review Solving Number Stories
Use the trade-first method to subtract:

$34.83 - $16.76 =

Review Trade First Subtraction Method for Decimal Numbers
Round 28.078 to the nearest hundreth:
Check the set of numbers that has the following landmarks:

Maximum: 17
Ranges: 12
Mode: 7
Median 13

Review Statistical Landmarks
1. 7,17,13,16,5,5,14
2. 14,7,13,5,17,16,7
3. 6,19,15,7,7,14,13
Check which of the following are Acute Angles:

Review Angles
1. A
2. B
3. C
4. D
5. E
Check wich of the folllowing are Obtuse angles:

Review Angles
1. A
2. B
3. C
4. D
5. E
Which angles are adjacent:

Review Angles
1. 1 and 4
2. 2 and 4
3. 1 and 3
4. 2 and 3
You teacher asks you to measure the four angles in the following drawing:

How many angles do you have to actually measure to figure out the measures of all four angles?

Review Angles
1. 1
2. 2
3. 3
4. 4
How many 90's in 63,000
Write the prime factorization of 72:

(Write your answer as: x*x*x*y*y etc.)

Review Factors
Which of the following appear to be equilateral triangles?

Review Equilateral Triangles
1. A
2. B
3. C
4. D
5. E
Which of the following are isosceles triangles?

Review Isosceles Triangles
1. A
2. B
3. C
4. D
What is the value of the digit 4 in the following number:

64,789,295
1. 40,000
2. 4,000,000
3. 400,000
4. 40,000,000
Check the true statements:
1. 4,909 is divisible by 3
2. 64,722 is divisible by 2
3. 63,289 is divisible by 9
4. 77, 922 is divisible by 6
Multiply 800 * 7,000=
Check which of the following polygons may be used to create a regular tessellation:

Review Tessellation
1. square
2. pentagon
3. triangle
4. hexagon
5. octogon
Check which of the polygons below appear to be regular polygons

Review Polygons
1. A
2. B
3. C
4. D
The sum of the measures of the angles around a vertex point of a tessellation must be exactly 360 degrees.

Review Tessellation
1. True
2. False
Check which grouping of regular polygons will result in a tessellation:

Review Tessellation
1. The sum of the measures of the angles around a vertex piont is less than 360 degrees.
2. The sum of the measures of the angles around a vertex piont is exactly equal to 360 degrees.
3. The sum of the measures of the angles around a vertex piont is greater than 360 degrees.
What is the sum of the measures of the angles of the follwing regular polygon:

__________ degrees

Review Measures of the Angles of Polygons
To find the number of triangles you can divide a polygon into, you subtract __________ from the number of sides of that polygon.

Review Measures of the Angles of Polygons
What is the measure of an angle in the following regular polygon:

____________ degrees

Review Measures of the Angles of Polygons
Check which statements are true. To find the sum of all the measures of the angles in a polygon:

Review Measures of the Angles of Polygons
1. Divide the polygon into triangles.
2. All the triangles must have a common vertex.
3. The common vertex may be located anywhere within the polygon.
4. The common vertex must be one of the polygon's vertices.
5. The number of triangles formed will always equal the number of sides in the polygon.
Which angles are vertical angles?
1. angles 1 and 3
2. angle 2 and 3
3. angle 1 and 4
4. angles 2 and 4
Make the following changes to the numeral 43,487:

Change the digit in the tens place to 5
Change the digit in the ones place to 2
Change the digit in the ten thousands place to 8
Change the digit in the hundreds place to 1
Change the digit in the thousands place to 7

The new numeral is: ___ ___ , ___ ___ ___
The digit in the ten thousands place is 1/3 of the digit in the thousands place.
The digit in the thousands place is the smallest square number more than 7.
The digit in the hundreds place is 1 greater than double the digit in the ten-thousands place.
The digit in the tens place is the same as the digit in the place 1,000 times greater.
The digit in the ten-millions place is two less than the digit in the thousands place.

All the rest of the digits are 4s.

The numeral is: ___ ___, ___ ___ ___ , ___ ___ ___
State the rule used in the following table:

Out = __________
I am a whole number.

Half of me is greater than 20.
One of my digits is a perfect square.
One of my digits is double the other.

What number am I ________
Check the true statements:
1. 1,708 is divisible by 4.
2. 7,156 is divisible by 6.
3. 8,264 is divisible by 3.
4. 4,005 is divisible by 5.
5. 2,793 is divisible by 9.
Which angle looks to be 105 degrees.
1. Angle A
2. Angle B
3. Angle C
4. Angle D
Check which names apply:
1. equilateral
2. isosceles
3. scalene
4. right
Three polygons want to tour Ireland. One day, being regular polygons, they decided to visit a pub. Soon they were singing, "Two, four, six, eight, we don't want to tessellate!". Which three polygons went on the tour?

Review Tessellation
1. A
2. B
3. C
4. D
5. E
While taking a shower, you glance down at the floor. "Why, it's a tessellation!", you exclaim. The shape of the tile could be a regular square, triangle or a __________.

Review Tessellation