Place Value
What is the place value of the underlined digit in 5,931?
The Tens Place
Add 309 + 751 =
1,060
Solve all three:
6 x 40 =
6 x 400 =
6 x 4,000 =
240
2,400
24,000
Solve 45 ÷ 5 =
9
Write the first five multiples of 3.
(3), 6, 9, 12, 15, 18
When comparing 10,308 and 11,308 what place value do you look at to determine which number is greater?
The Thousands Place
Subtract 475 - 98 =
377
What is one hundred times 650?
65,000
2,000 ÷ 4 =
500
Make a factor T-chart for 12 (include all factors)
1,12
2,6
3,4
Round 956,000 to the nearest hundred thousands place.
1,000,000
7,000 - 827 =
6,173
3,022 x 5 =
15,110
86 ÷ 6 =
14 R2
Are the following numbers prime or composite:
2, 3, 19, 43, 89
Prime
Round each number to the nearest thousands place, then compare.
6,804 and 6,480
7,000 > 6,000
64,673 + 48,262 + 8,918 =
121,853
99 x 11 =
1,089
How many groups of 6 are in 78?
13 groups of 6 in 78
Write all of the factors for 50.
1,50
2,25
5,10
Mrs. Claus is baking cookies for all the children. She has 2,562,567 chocolate chip cookies and 1,771,789 sugar cookies. Round each number to the nearest ten thousand to help her estimate how many total cookies she has for the children.
2,560,000 + 1,770,000 = 4,330,000
The North Pole's Christmas light display needs updating. The current display has 6,543 lights. The elves want to add 3,878 new lights but need to remove 1,256 broken bulbs first. How many total working lights will be in the display after these changes?
9,165 lights
Santa's elves are packing presents into boxes for delivery. Each box can hold 43 toys, and they need to fill 27 boxes for the children in one neighborhood. How many toys in total will they need to fill all the boxes?
1,161 toys
The local Christmas tree farm has 234 pine trees ready for the holiday season. They want to load these trees onto delivery trucks, with each truck able to carry 8 trees. How many trucks will they need to deliver all the trees? Remember, they can't split a tree between trucks!
They will need 30 trucks (not 29 R2 trucks)
Mrs. Frost's 4th-grade class is making paper snowflakes for their winter party. They've made 60 snowflakes in total. Mrs. Frost wants to hang these snowflakes in equal groups around the classroom. If she doesn't want any groups to have fewer than 3 snowflakes, what are all the possible numbers of groups she could create?
2 groups of 30, 5 groups of 12, 6 groups of 10, 10 groups of 6, and 12 groups of 5