What is the value of x? Enter your answer in the box. x = A right triangle. The legs are labeled seven and twenty-four, and the hypotenuse is labeled x.
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Solution :-
Given -
The two sides other than hypotenuse = 7 cm and 24 cm
By using Pythagoras Theorem.
(Hypotenuse)² = √(Base)² + (Perpendicular)²
Let the hypotenuse of the given triangle be x cm
⇒ (x)² = √(7)² + (24)²
⇒ √49 + 576
⇒ √625
⇒ 25
So, the length of hypotenuse is 24 cm.
Answer.
Given -
The two sides other than hypotenuse = 7 cm and 24 cm
By using Pythagoras Theorem.
(Hypotenuse)² = √(Base)² + (Perpendicular)²
Let the hypotenuse of the given triangle be x cm
⇒ (x)² = √(7)² + (24)²
⇒ √49 + 576
⇒ √625
⇒ 25
So, the length of hypotenuse is 24 cm.
Answer.
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