Class : 9
Subject : Maths
Chapter : Triangles
Please refer to the attached pic
______________________
#Be Brainly
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Anonymous:
very easy ,I solved it
Answers
Answered by
2
Bonjour ❤️
here's your answer____________________
Given :-
BAC = 90°
AL perpendicular to BC
To prove :-
CAL = ABC
Proof :-
In ∆ ALC and ∆ ALB
angle ALC = angle ALB .........( AL perpendicular BC )
AL = AL .......................................( common )
AC = AB .......................................( opposite sides of equal angles are equal )
So,
∆ ALC (congruent) ∆ ALB .....( R.H.S. )
hence,
CAL = ABC ( c.p.c.t ) PROVED//
>>--------☺️--------<<
hope it will help you ✌️✌️
.
.
❤️ THANKS ❤️
# BE BRAINLY
here's your answer____________________
Given :-
BAC = 90°
AL perpendicular to BC
To prove :-
CAL = ABC
Proof :-
In ∆ ALC and ∆ ALB
angle ALC = angle ALB .........( AL perpendicular BC )
AL = AL .......................................( common )
AC = AB .......................................( opposite sides of equal angles are equal )
So,
∆ ALC (congruent) ∆ ALB .....( R.H.S. )
hence,
CAL = ABC ( c.p.c.t ) PROVED//
>>--------☺️--------<<
hope it will help you ✌️✌️
.
.
❤️ THANKS ❤️
# BE BRAINLY
Answered by
6
Hope this helps you.
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