433 is 12 times as much as what?

Here we will show you and explain using simple algebra how to calculate "what" in this sentence: "433 is 12 times as much as what?"

When using algebra to solve a word problem, read the word problem thoroughly to make sure you understand exactly what it is asking.

To clarify, "433 is 12 times as much as what?" is the same as "433 is 12 times as much as x", "What is x?" or "12 times a number will have a product of 433 - what is that number?"

Based on that information, we created the following equation to solve "433 is 12 times as much as what?":

12 • x = 433

To solve for x, we divide both sides by 12 to get x by itself. Here is the math to illustrate:

12 • x = 433
12x = 433
12x/12 = 433/12
x = 36.08

Thus, the answer to "433 is 12 times as much as what?" is 36.08.

In other words, 433 is 12 times as much as 36.08 because 12 times 36.08 equals 433. Note that the answer is rounded if necessary.

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