Accepted Solution
In this discussion, we will attempt to find the number that when divided by 86 results in 6. In mathematical terms, this scenario can be represented using the variable x. Here, 'x' could represent any number. So, we say x, when divided by 86, equals 6. This can be formulated as an equation: $\frac{x}{86} = 6$.
Our aim is to solve for x. The next logical step involves shuffling the equation so that x is by itself on the right-hand side. This can be achieved by multiplying both sides of the equation by 86, yielding: $x = 6*86$. Simplifying this gives us the solution for x which is $x = 516$.
Thus, the solution to the problem "What divided by 86 equals 6?" is 516. We can validate this solution by using it in the original equation. Replacing x with 516 in $\frac{x}{86} = 6$ gives us $\frac{516}{86} = 6$ which proves our solution is correct.
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