Translate this sentence into an equation. 68 is the difference of Greg's height and 10 . Use the variable \( g \) to represent Greg's height.

To translate the sentence into an equation, we start by understanding that the phrase "68 is the difference of Greg's height and 10" implies that when you subtract 10 from Greg's height, the result is 68. So, we can write the equation as: \[ g - 10 = 68 \] This equation captures the relationship described in the sentence perfectly! Now, to solve for \( g \), you would simply add 10 to both sides, which gives you \( g = 78 \). So, Greg's height is 78 units (like inches or centimeters based on context)!