The number of pillars in the palace is $m$ and the number of floors is 4 less than $m$ . If $m$ = 9, number of floors in the palace is .

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Solution

The correct option is A 5
The number of pillars in the palace is $m$ .

Value of $m$ is 9.

∴ Number of pillars = 9

Now, the number of floors in the palace is 4 less than $m$ .
"Less than" means subtraction.

So, we can write it as:

Putting the value of $m$ as 9 in the expression, we get:

∴ The number of floors in the palace is 5.

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The number of pillars in the palace is m and the number of floors is 4 less than m. If m = 9, number of floors in the palace is .

The number of pillars in the palace is $m$ and the number of floors is 4 less than $m$ . If $m$ = 9, number of floors in the palace is .