Here we will show you how to calculate "what" in this sentence: "1/2 times what equals 1/4?" We start by making this word problem into an algebraic equation where "what" is the variable "x".

(1/2) • (x) = (1/4)

To solve this equation, we want x alone on the left side of the equation so we start by dividing 1/2 on both sides like this:

((1/2) • (x)) / (1/2) = (1/4) / (1/2)

((1/2) • (x)) / (1/2) leaves x and (1/4) / (1/2) is 1/2 which means we end up with this x = 1/2. Therefore, the answer to "1/2 times what equals 1/4?" is as follows:

**1/2**

It is always good to double-check your math to make sure you did it right. When we entered 1/2 for x in this equation (1/2) • (x) = (1/4), we get the following true equation which means our math is correct.

(1/2) • (1/2) = (1/4)

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