In the given figure we can observe a diagram of voltage levels vs P(x).
The probability a random coltage is lees than 124.2 volts is given by the area of the square under 124.2.
A diagram of the situation is:
The area of a rectangle is given by the formula:

The width and length of this rectangle are:

So, the area is:

Thus, the probability a random voltage is less than 124.2 is 0.60