If the sides of a square are multiplied by 10, the area of the original square is how many times as large as the area of the resultant square? Choices:
A) 1%	B) 10%	C) 100%	D) 500%	E) 1000%
Let x be the original length of one side.   Then the original area is x^2.   The new square has sides of length 10x, so the area is 100x^2.   The area of the original square is 1/100 = 1% times the area of the new square.   The answer is 1%.
<result>A</result>
If the sides of a square are multiplied by 10, the area of the original square is how many times as large as the area of the resultant square?