Given
ABCD is a trapezoid.
And, segment AB = 1 cm and segment CD = 5 cm.
The area is 7.5 cm^2.
To find the altitude of the trapezoid.
Now,
The area of the trapezoid is given by,

Here a and b are the parallel segments.
Therefore, for a=1cm, b=5cm and area=7.5cm^2,

Hence, the altitude of the trapezoid is 2.5cm.