Question

complete the table.
$f(v)=v^2 - v$

$v$	$f(v)$
6
7
8

Explanation:

Step1: For \( v = 5 \)

Substitute \( v = 5 \) into \( f(v)=v^{2}-v \).
\( f(5)=5^{2}-5 = 25 - 5 = 20 \)

Step2: For \( v = 6 \)

Substitute \( v = 6 \) into \( f(v)=v^{2}-v \).
\( f(6)=6^{2}-6 = 36 - 6 = 30 \)

Step3: For \( v = 7 \)

Substitute \( v = 7 \) into \( f(v)=v^{2}-v \).
\( f(7)=7^{2}-7 = 49 - 7 = 42 \)

Step4: For \( v = 8 \)

Substitute \( v = 8 \) into \( f(v)=v^{2}-v \).
\( f(8)=8^{2}-8 = 64 - 8 = 56 \)

Answer:

\( v \)	\( f(v) \)
6	30
7	42
8	56