There is a rope running from the top of a flagpole to a hook in the ground. The flagpole is 6 meters high,and the hook is 8 meters from its base. How long is the rope?
There is a rope running from the top of a flagpole to a hook in the ground. The flagpole is 6 meters high,and the hook is 8 meters from its base. How long is the rope?
GIVEN:
height (shorter leg) = 6 meters
distance (longer leg) = 8 meters
length of the rope (hypotenuse) =?
SOLUTION:
We will use the pythagorean theorem c²=a²+b², where:
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Verified answer
PROBLEM:
There is a rope running from the top of a flagpole to a hook in the ground. The flagpole is 6 meters high,and the hook is 8 meters from its base. How long is the rope?
GIVEN:
height (shorter leg) = 6 meters
distance (longer leg) = 8 meters
length of the rope (hypotenuse) =?
SOLUTION:
We will use the pythagorean theorem c²=a²+b², where:
Note: We will take the positive value of c since measurements are always positive.
CONCLUSION:
The rope is
long.
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