The problem provides the pressure exerted by a brick on a table ($240 \ N/m^2$) and the area of the base of the brick ($0.03 \ m^2$). We are asked to calculate the force, in Newtons (N), that the brick exerts on the table.

1. Problem Description

The problem provides the pressure exerted by a brick on a table ($240 \ N/m^2$) and the area of the base of the brick ($0.03 \ m^2$). We are asked to calculate the force, in Newtons (N), that the brick exerts on the table.

2. Solution Steps

The formula relating pressure, force, and area is given by:

$pressure = \frac{force}{area}$

We are given the pressure and the area, and we need to find the force. We can rearrange the formula to solve for force:

$force = pressure \times area$

Now, we can plug in the given values:

$force = 240 \ N/m^2 \times 0.03 \ m^2$

$force = 7.2 \ N$

3. Final Answer

The force that the brick exerts on the table is $7.2 \ N$.