Answer
The equation that meets the specifications of the statement is:
$3x − 10 = 23$
Solving the equation, we get:
$x = 10$
Work Step by Step
The product of $3$ and a number can be translated to:
$3x$
We subtract $10$ from this to get:
$3x - 10$
The word "is" means "equals," so "is 23" translates to:
$ = 23$
We combine both sides of the equation to get:
$3x − 10 = 23$
The first step to solving this equation is to add $10$ to both sides to get:
$3x = 23 + 10$
$3x = 33$
We then divide each side by $3$ to get $x$ by itself:
$x = 10$