Accepted Solution
Let's solve a division-algebraic problem that involves figuring out an unknown variable. Here's the presented issue: finding out what number, let's denote it as x for simplicity, when divided by 95 equates to 93?
The mathematical formatting of this question would be:
\[
\frac{x}{95} = 93
\]
The primary aim here is to isolate x. To do so, we need to alter the equation in such a way that x stands on one side alone. This modification involves multiplying both sides by 95:
\[
x = 93 * 95
\]
After simplifying, we get:
\[
x = 8835
\]
This result means that the number 8835 divided by 95 equals to 93. To validate our solution, revisit the initial problem and substitute x with 8835:
\[
\frac{8835}{95} = 93
\]
With this confirmed, you now know that the unknown value in "What divided by 95 equals 93?" is indeed 8835.
Remember, practice makes perfect! If you found this problem challenging or you simply want to hone your math skills further, give the following problems a try:
- What divided by 76 equals 40?
- 89 divided by what equals 44?
- What is 8/12 divided by 26?
- What is 1/15 divided by 9/10?
- What is 99 divided by 17/7?