ABC is a right as angled triangle in which <A=90° and AB =AC .show that <B=<C.
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Answered by
2
Hey mate
Here is ur ans
In a right angle triangle ABC
<A=90°(given)
AB=AC(given)
By RHS
<B=<C
and also angle opposite to equal sides are equal
===============================
Hope it helps u
Be brainly ❤❤
Here is ur ans
In a right angle triangle ABC
<A=90°(given)
AB=AC(given)
By RHS
<B=<C
and also angle opposite to equal sides are equal
===============================
Hope it helps u
Be brainly ❤❤
Answered by
3
In this question,
/_ A = 90°
AB= AC
To prove that :- /_ B = /_ C
Const = Draw a AD bisector of /_A to BC
Proof :- In triangle ADB & triangle ADC
=> AD = AD [ Common ]
=> /_DAB = /_ DAC [ Because, AD is a bisector of /_ A]
=> AB = AC [Given]
Hence, /_ B = /_ C [CPCT]
Be Brainly
/_ A = 90°
AB= AC
To prove that :- /_ B = /_ C
Const = Draw a AD bisector of /_A to BC
Proof :- In triangle ADB & triangle ADC
=> AD = AD [ Common ]
=> /_DAB = /_ DAC [ Because, AD is a bisector of /_ A]
=> AB = AC [Given]
Hence, /_ B = /_ C [CPCT]
Be Brainly
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