Mathematics
Grade-3-
Easy
Question
Fernando is buying several boxes of cookies for a birthday party. There are 9 cookies in each box. If she brings 7 boxes to the party, the number of cookies he is bringing is?
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)
- 34
- 63
- 37
- 43
Hint:
multiply the number of boxes with the number of cookies in 1 box
The correct answer is: 63
Each box has 9 cookies.
7 boxes have 9 × 7 = 63
He brings 63 cookies.
number of cookies in 1 box = 9
number of boxes of cookies = 7
number of cookies in 7 boxes = 9 x 7 = 63 cookies
this is a simple multiplication problem. apply the unitary method to get the result.
This method says that if we know the value of an entity corresponding to a certain value, we can find the value of the same entity corresponding to the multiple of the same value.