There are $^{'} n^{'}$ vehicles parked in front of 5 corner gates and 12 vehicles in front of the main gate. When $n$ = 6, the number of vehicles parked is .

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Solution

The correct option is A 42
Number of vehicles parked in front of 1 corner gate = $n$
So, number of vehicles parked in front of 5 corner gate is 5 $\times$ $n$ = 5 $n$

Number of vehicles in front of the main gate = 12

So, the expression of total number of vehicles parked will be:
5 $n$ + 12

Now, the value of $n$ is given as 6.

Putting this value in the expression, the total number of vehicles will be given by:

∴ Total number of vehicles parked is 42.

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There are ′n′ vehicles parked in front of 5 corner gates and 12 vehicles in front of the main gate. When n = 6, the number of vehicles parked is .

There are $^{'} n^{'}$ vehicles parked in front of 5 corner gates and 12 vehicles in front of the main gate. When $n$ = 6, the number of vehicles parked is .