What fractions that are equivalent to 1/3?
Any fraction equivalent to 1/3
Compare the numbers below.
14, 762 _____ 14, 726
>
The Arbor Club planted a tree last Spring. The tree was 2 ft in July, 4 ft in October and 6 ft in January. Create a table to convert this these measurements into inches.
See tables
The gift table at a party has an area of 14 square units. What are the measurements of the table?
L= 7
W= 2
The Ravens stadium will hold 34,265 people. The Redskins stadium will hold 43,312 people. How many people will the two stadiums hold?
77,577
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
1 and 1/10
or
1 and 10/100
Write a number where the 2 is 10 times greater than the 2 in the number below.
30,245
any number with the digit 2 in the thousands place
Carlos is 42 inches tall and his friend Jack is 5 ft tall. Carlos said he is taller than Jack because 42 is greater than 5. Use a conversion table to prove Carlos wrong.
see conversion tables
Sam is building a fence for his dog. He knows that his dog will need at least 200 square feet to play. What are the measurements could Sam use to build his fence?
measurements that when multiplied together give you at least 200 square feet
Example: L 20 x W 10
Using the table, how much more money did Mrs. Roark's class raise than Ms. Philemon's?
$ 259
Correctly compare the fractions below.
2/8 _____ 1/4
Round the number 186,543 to the nearest thousands place.
187,000
On Monday, Emily spent 1.5 hours on homework. On Tuesday, she spent 72 minutes on homework. Which day did Emily spend more time on her homework?
Monday
What is the perimeter of this shape?
22 ft
How much money did Ms. Kidwell, Mrs. Winfield, and Ms. York's class raise?
$ 3,364
Ms. York has 6/8 of a batch of cookies. She gave some to Mrs. Philemon. She now has 2/8. What fraction of her cookies did she give to Mrs. Philemon?
4/8
Mrs. Roark has 100 baseball cards. This is 5 times as many as Ms. Kidwell. How many baseball cards does Ms. Kidwell have? Write an equation to go with your answer.
20
5 x ___ = 100
The length of your teachers desk is 48 inches. What is this length in feet?
4 ft
What is the area of this shape?
21 square ft
45 x 64=
2,880
Decompose 3/5 two different ways.
1/5 + 1/5 + 1/5
2/5 + 1/5
North Frederick's basketball team scored 42 points in last nights game. This is 6 times as many goals as Lincoln. How many points did Lincoln score?
7
Taylor is slicing cheese in the deli. He slices 2 pounds of cheese and divides the slices equally among 4 packages. How many ounces of cheese are in each package? Show your work.
8 oz

Makenna's Garden
165 divided by 4
41 r1