The average of $5$ consecutive $integers$ starting with $'m'$ is $n.$ What is the average of $6$ consecutive $integers$ starting with $(m+2) \,?$
The average of $5$ consecutive $integers$ starting with $'m'$ is $n.$ What is the average of $6$ consecutive $integers$ starting with $(m+2) \,?$
- A
$\frac{2 n+5}{2}$
- B
$(n+2)$
- C
$(n+3)$
- D
$\frac{2 n+9}{2}$
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