Sarah's dad found a table hockey game with dimensions 9 1/4 inches by 4 15/16 inches. Unfortunately, this game was only 1/4 the size of the table top hockey game he wanted. Determine the dimensions of the table Sarah's dad wanted.

Please help me with this, the assignment is due today.

To determine the dimensions of the table top hockey game that Sarah's dad wanted, we first need to find the original dimensions of the game he found.

Given that the dimensions of the game he found are 9 1/4 inches by 4 15/16 inches, we can write this as a mixed fraction:

9 1/4 = 9 + 1/4 = 36/4 + 1/4 = 37/4

4 15/16 = 4 + 15/16 = 64/16 + 15/16 = 79/16

Therefore, the dimensions of the game he found are 37/4 inches by 79/16 inches.

Since this game is only 1/4 the size of the game he wanted, we can multiply the dimensions of the game he found by 4 to find the dimensions of the game he wanted.

37/4 * 4 = (37 * 4)/4 = 148/4 = 37

79/16 * 4 = (79 * 4)/16 = 316/16 = 79/4

Therefore, the dimensions of the table top hockey game Sarah's dad wanted are 37 inches by 79/4 inches.

So, the table top hockey game that Sarah's dad wanted has dimensions of 37 inches by 79/4 inches.

The game is 1/4 of the wanted size, so each of the dimensions of the wanted sized table is four times as big.

For example, if he wanted a size twice as big (scale factor = 2), then the dimensions are
2*(9 1/4) × 2(4 15/16)
= 18 1/2 &times 9 7/8