Question

is m = 7 a solution to the inequality below?

0 < 1 - \\(\frac{m}{7}\\)

Explanation:

Step1: Substitute \( m = 7 \) into the inequality

Substitute \( m = 7 \) into \( 1-\frac{m}{7} \), we get \( 1-\frac{7}{7} \).
\[1-\frac{7}{7}=1 - 1=0\]

Step2: Check the inequality

The inequality is \( 0<1-\frac{m}{7} \). After substitution, we have \( 0 < 0 \), which is false.

Answer:

no