Respuesta :
Given that,
A wire of 35 foot secured from the top of the flagpole to stake in the ground.
The steak is 14 feet from the face of a flag pole.
To find,
The length of flagpole.
Solution,
Here, 35 foot is the hypotenuse and 14 feet is one of the leg.
Let the length of flagpole is x feet. Using Pythagoras theorem to find it as follows :
[tex]x^2=35^2-14^2\\\\x=32.07\ \text{feet}[/tex]
So, the flagpole is 32.07 feet tall.
Answer:
Given that,
The flag pole wire is 35foot
And the length of the foot from the tag flagpole is 14ft
So we want to know the height of the flagpole
So this will form a right angle triangle where the wire is the hypotenuse.
Then, using Pythagoras theorem
c² = a² + b²
35² = 14² + h²
35²-14² = h²
h² =1225-196
h² = 1029
h=√1029
h= 32.09ft
Then, the height of the flag pole is 32.08foot.
Step-by-step explanation:
