when the value of r is 23, the equation 3r - 47.5 = 21.5 is a true statement which of the following values of r makes the inqeality 3r - 47.5 > 21.5 a true statement?

Answer 1

To determine which values of \( r \) make the inequality \( 3r - 47.5 > 21.5 \) a true statement, let's first solve the inequality.

1. Start with the inequality: \[ 3r - 47.5 > 21.5 \]

2. Add \( 47.5 \) to both sides: \[ 3r > 21.5 + 47.5 \] \[ 3r > 69 \]

3. Now, divide both sides by \( 3 \): \[ r > \frac{69}{3} \] \[ r > 23 \]

So, the values of \( r \) that make the inequality \( 3r - 47.5 > 21.5 \) true are all values greater than \( 23 \).