Answer:
(a) The density of flag is
Pounds per square foot
(b) The weight of strip is
Pounds
(c) The work is
foot-pounds
(d) The exact work by roof is 1250 foot-pounds
Step-by-step explanation:
(a) We are given a flag in the shape of a right triangle.
The total weight of flag is 250 pounds and Uniform density.
Base of the flag 

Area of the flag 
Weight of flag = 250 pounds

Hence, The density of flag is 
(b) Weight of strip which is h feet below the roof.
Length of strip 
Width of strip 
Weight = Density x area


Hence, The weight of strip is 
(c) Work slice to move h feet above to the roof
work


Hence, The work is
foot-pounds
(d) Exact work on the roof by hanging flag




Hence, The exact work by roof is 1250 foot-pounds