There are two buildings beside each other that are 47 feet and 31 feet high. The buildings
are 12 feet apart. What is the distance between the rooftops of the buildings?
1)
Mr. Richard owns an orchard that has a rectangular fence. The orchard is 35 feet long
and 18 feet wide. If he walks across the diagonal length of the orchard, how much
distance would he cover?
2)
Carol pitches a tent at a Girl Scout camp. She ties a rope from the tip of the pole to the peg
nailed into the ground, as shown. The pole is 8 feet high and the distance between the base
of the pole and the peg is 7 feet. Determine the length of the rope.
3)
Ross and Monica are playing on a seesaw. Monica’s seat is grounded. The height of the
fulcrum is 2 feet. The distance from grounded end of the seesaw to the fulcrum is 4 feet.
What is the length of the seesaw?
4)
The roof rafter of a house has been raised to a height of 13 yards at the ridge. Half the
length of the run measures 9 yards. Find the length of the rafter?
5)
Solve the word problems. Round the answer to the nearest tenth.
2 ft
4 ft
?
13 yd
9 yd
?
47 ft
31 ft
12 ft
?
8 ft
7 ft
?
35 ft
18 ft
?
Level 1: S2
Score :
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Name :
Pythagorean Theorem