2 feet is how many inches
24 inches
1/4 + 2/4. MAKE SURE YOUR ANSWER IS SIMPLIFIED
3/4
THE MIDDLE PART OF AN ANGLE IS CALLED THE
vertex
IS 21 PRIME OR COMPOSITE?
list all the factors in order
composite
1,3,7,21
The area of a square is 36.
The length is ?
6
2 kilometers= ______ m
2,000 m
ORDER THE FRACTIONS FROM LEAST TO GREATEST 5/6 7/8 2/4
2/4 5/6 7/8
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
138 degrees
WHAT ARE THE FIRST 6 MULTIPLES OF THE NUMBER 3?
3, 6, 9, 12, 15
73,123
Is this number divisible by 3?
no
16 lbs= ___ oz.
256 oz
2- (1/2+ 1/4)
1 1/4
How many more lines of symmetry does a square have than a rectangle?
2
WHAT IS THE LCM OF 5, 6 AND 2
Use the upside down cake method!
30
A rectangle has a perimeter of 22 yards. Its length is 10 times its width.
What is the area?
10 is the length
1 is the width ( or vise versa)
10 yards squared
12 decameters= ______ centimeters.
12,000 centimeters
5/8 X 12
give the answer in mixed form and simplified
7 1/2
Estimate what is the degree of the angle?
You can be off by 10 degrees
140 degrees
Jesus is planning on pranking his sister by blowing up 987 balloons and putting them in her room as she sleeps. He has 4 hours to inflate the balloons while his parents are out. How many balloons must he blow up per hour?
247 an hour
the last hour he will blow up 1 less
What is the area of Stephanie's room?
104 feet squared
14 milligrams= ____ hectograms
0.00014 hectograms
( 1/2 + 3/6) - 1/4
3/4
It is 12:00 am.
You went clockwise 2/3 around the clock.
What time is it? and how many degrees is that angle?
8:00 am
120 degrees
Mark and Paul collected a total of 952 stickers.
Mark collected 3 times as many stickers as Paul.
Jason collected half as many stickers as Paul.
How many stickers did Jason collect?
119 stickers
Look at the following number.
5,245
It is divisible by
2, 3, 4, 5, 6, 8, 9 or 10?
3 and 5