In a right triangle ABC, LB =90° If A B = 6CM, BC =8m, Find the AC
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Hello, Buddy!!
Given:-
- ABC is a Right Angled Triangle in which ∠B = 90°
- Length of AB = 6cm
- Length of BC = 8cm
To Find:-
- Length of AC.
Required Solution:-
Let,
Length of AC is x
WKT, By Pythagoras Theorem
- [Hypothenuse]² = (Side)²+(Side)²
→ (AC)² = (AB)²+(BC)²
→ (x)² = (6)²+(8)²
→ (x)² = 36+64
→ x = √(100)
→ x = √(10)²
Root & Square will get cancelled
→ x = 10
- Length of AC ☞ 10cm
Hypothenuse:- The longest line of a right angle triangle that is opposite to 90°.
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