12 x 6
72
65 ÷ 5
Use the part whole model to solve.
13
132 ÷ 6
22
Ellie goes to an ice cream shop. She can choose among three types of ice cream (chocolate, vanilla, or strawberry) and three different toppings (sprinkles, syrup, or fruit).
How many total combinations can she choose from if she must choose only one topping? (She can get only one scoop, one topping).
9 possible combinations
Round 4,358 to the nearest hundred.
4,400
17 x 5
85
88 ÷ 4
Use the part whole model to solve.
22
880 ÷ 4
220
Ellie has five t-shirts and two pairs of trousers. How many possible combinations can she make for an outfit?
10 possibile outfits
Andy got two new lego sets for his birthday. One set has 258 pieces and the other has 647. How many lego pieces does he have in all?
905 lego pieces
13 x 4
52
DAILY DOUBLE!!
Solve these problems to get DOUBLE points:
A. 132 ÷ 11 =
B. 95 ÷ 5 =
B. 19
635 ÷ 5
127
Ellie rolls two dice. How many possible outcomes could she get?
36 combinations
A. 2,340
B. 2,430
C. 2,304
C, A, B
20 x 6
120
72 ÷ 5 =
14 R2
127 ÷ 6
21 R1
Henry has four hats and seven scarves. How many possible combinations can he make?
28 combinations
A school has 2,680 pieces of candy to give trick-or-treaters on Halloween. The next day, the school has 549 pieces left. How many pieces of candy did they give out on Halloween?
2,131 pieces
18 x 7
126
66 ÷ 9
7 R3
128 ÷ 4
32
Joanna would like to buy her mother a flower bouquet for Mother's Day. She will use exactly 5 flowers in the bouquet and she can choose from the following: daisy, tulip, rose, carnation, peony, or daffodil.
How many combinations can she make with these flowers if she cannot repeat any of the flowers?
6 combinations
Jason has a dozen eggs in the fridge and another 6 in the chicken coop. If he uses 3 of the eggs to make a cake, how many will he have left?
15