Worksheets5th Grade GMAS Review/ Study Guide
Total questions: 53
Worksheet time: 32mins
The answer of a multiplication problem.
Dividend
quotient
multiplier
product
Which expression has a total value of 40?
3 + 2 × (13 − 5)
3 + 2 × 13 − 5
(3 + 2) × (13 − 5)
(3 + 2) × 13 − 5
Which expression represents the calculation “subtract 1 from 7, then divide by 3”?
7 – 1 ÷ 3
3 ÷ (7 – 1)
(7 – 1) ÷ 3
7 – (1 ÷ 3)
Which description is equivalent to 5 + (4 × 2)?
add 5 and 4, then multiply by 2
multiply 4 by 2, then add 5
multiply 5 by 2, then add 4
add 4 and 2, then multiply by 5
The value of the underlined digit 5 in 755.204 is (a) times the value of the digit 5 that in not underlined.
The value of the underlined digit 4 in 448,023 is (a) times the value of the digit 4 that is not underlined.
This is a marker to indicate the value of each digit in a number. Digits on the left of the decimal point indicate whole units (ones, tens, hundreds, etc.). Digits to the right of the decimal point indicate fractions, or parts, of a unit (tenths, hundredths, thousandths, etc.). (NBT.3)
(a)
The numerical value of a digit in a number based on the digit’s location related to the decimal point. A digit in the tenths place of a number is 10 times the value of the same digit in the hundredths place. A digit in the tenths place is (a) 1 10the value of the same digit in the ones place. (NBT.1)
< This symbol is read as ____
Greater than
Less than
Equal To
> This symbol is read as ____
Greater Than
Less Than
Equal To
= This symbol is read as (a)
Determine the nearest number to a given decimal number by using a model such as a number line. (NBT.4)
Adding
Estimating
Rounding
Hypothesizing
Multiply a factor that is outside a set of parentheses with each addend within the parentheses to solve.
Distributive Property
Commutative Property
Associative Property
Move addends in addition equations or factors in multiplication equations into different pairs to solve.
Distributive Property
Commutative Property
Associative Property
Group together addends in the addition equations or factors in multiplication equations into different pairs to solve
Distributive Property
Commutative Property
Associative Property
0.0839
0.839
8.39
83.9
What is 5.816 rounded to the nearest tenth?
5.8
5.82
5.9
6.00
5.609
5.762
5.665
5.098
5.677
Which number rounded to the nearest tenth is less than 11.34 rounded to the nearest tenth?
11.361
11.283
11.347
11.249
One inch is 0.0254 meters long. What is 0.0254 rounded to the nearest hundredth?
(a)
6.232
7.8
8.32
9.6
0.3
3
30
300
Compare the value of one object to the value of another by using a fraction.
unit fraction
scaling
estimate
benchmark fraction
When fractions have the same denominator, they can be added or subtracted.
equivalent
unlike denominators
common denominators
improper fractions
Multiply the numerators of each fraction to find the numerator of the product. Multiply the denominator of each fraction to find the denominator of the product. Whole numbers can be written with a denominator of 1.
dividing fractions
mixed number
fraction
multiplying fractions
A teacher has a 60-pound bag of sand. She pours all the sand into 8 buckets. She puts an equal amount of sand in each bucket. What is the total amount of sand in each bucket?
2/15 pounds
6 1/2 pounds
7 1/2 pounds
8 1/2 pounds
What is the difference of these fractions? 1 5/8 - 2/3
2/24
16/24
23/24
11/5
Which one is less than 3
3x3
3x 4/3
3x 5/5
3x 4/9
3x 5/6
Which one is equal to 3
3x3
3x 4/3
3x 5/5
3x 4/9
3x 5/6
Which one is greater than 3
3x3
3x 4/3
3x 5/5
3x 4/9
3x 5/6
This is an angle that measures less than 90°.
acute
obtuse
right
isosceles
This is an angle that measures greater than 90°
right
acute
obtuse
equilateral
These are two lines that are always an equal distance apart
perpendicular lines
equilateral
parallel
congruent
This is the point where two lines of a figure meet.
vertex
parallel
acute
right
This is a geometric shape with multiple sides that all have equal angles and lengths.
geometric shapes
subcategory
regular polygon
irregular polygon
Which figure has four right angles?
What attributes do a rhombus and a rectangle always have in common?
Both figures always have four right angles
Both figures always have four sides of equal length.
Both figures always have two pairs of parallel sides.
Both figures always have only one pair of parallel sides.
inches, feet, yards, miles, cups, pints, quarts, pints, gallons, ounces, pounds, and tons are all in which system?
Metric System
Customary System
liters, milliliters, grams, kilograms, centimeters, meters, and kilometers are all in which system?
Metric System
Customary System
Used to record measurements for a group of objects. The measurement values are shown, and a picture or mark is placed above the value for each object being measured. A line plot can include fractional measurements.
Coordinate Plane
Line Plot
unit cube
volume
Which formula is used to find Volume?
Base (area) X Height
Length X Width
Base X Width
Length X Width X Height
2 1/2 in.
3 in.
4 1/2 in.
5 in.
1/2
3/4
7/8
1
6
16
24
48
Greg wants to build a shed to hold his gardening tools. The shed must have a volume of at least 500 cubic feet but no more than 600 cubic feet. Select THREE sets of dimensions that meet Greg’s requirements for the volume of a shed. (V = l × w × h)
6 feet wide, 9 feet long, 10 feet high
7 feet wide, 8 feet long, 9 feet high
10 feet wide, 6 feet long, 8 feet high
. 9 feet wide, 9 feet long, 8 feet high
. 8 feet wide, 8 feet long, 8 feet high
Origin is located where?
(0,0)
Where An X-coordinate crosses a Y-Coordinate
Where the X-Axis Crosses over the Y-Axis
Coordinate Point
Select THREE true statements about quadrilaterals
All squares are rectangles, so all squares have four right angles
All rhombuses are squares, so all rhombuses have four equal sides.
All rectangles are rhombuses, so all rectangles have four equal sides.
All squares are parallelograms, so all squares have two pairs of parallel sides.
. All rhombuses are parallelograms, so all rhombuses have opposite angles with the same measure
Which graph shows the points (1, 4), (7, 0), and (4, 6)?
Felipe made a triangle on a coordinate grid. What are the coordinates for point G?
(3, 4)
(5, 8)
(8, 2)
(2, 8)
What is the volume by cubic feet?
(a)
The week before, Felix spent the same total amount of time doing chores and homework. Felix only spent 1 hour doing chores that week. What are the coordinates of the point for the week before?
(1, 7)
(3,5)
(5,3)
(7,1)
