Camille placed blocks on a table in rows and columns. All the rows and columns had the same

number of blocks in them and formed a square. Which could be the total number of blocks

Camille placed on the table?

A. 111 blocks

B. 121 blocks

C. 181 blocks

D. 222 blocks

Question

Thomas Conrad

Mathematics

13 May, 06:37

Camille placed blocks on a table in rows and columns. All the rows and columns had the same

number of blocks in them and formed a square. Which could be the total number of blocks

Camille placed on the table?

A. 111 blocks

B. 121 blocks

C. 181 blocks

D. 222 blocks

+2

Answers (1)

Know the Answer?

Kiara Acosta · Answer 1

If all the rows and columns have the some number of blocks, then

(number of blocks in each row) times (number of blocks in each column)

must be a perfect square.

'121' is the only choice on the list that's a perfect square. It's the square of 11.

Camille placed blocks on a table in rows and columns. All the rows and columns had the samenumber of blocks in them and formed a square. Which could be the total number of blocksCamille placed on the table?A. 111 blocksB. 121 blocksC. 181 blocksD. 222 blocks

Camille placed blocks on a table in rows and columns. All the rows and columns had the same

number of blocks in them and formed a square. Which could be the total number of blocks

Camille placed on the table?

A. 111 blocks

B. 121 blocks

C. 181 blocks

D. 222 blocks