what is ASA Congruency
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heya friend..
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here is your answer...
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Triangles are congruent if any two angles and their included side are equal in both triangles. There are five ways to test that two triangles are congruent.
.
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plzz mark me as the brainliest..
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following me !!!
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B-)
.
here is your answer...
.
Triangles are congruent if any two angles and their included side are equal in both triangles. There are five ways to test that two triangles are congruent.
.
.
plzz mark me as the brainliest..
.
following me !!!
.
.
B-)
upomabiswas:
plzz mark me as the brainliest !!!
Answered by
3
Hey mate!
Here is yr answer.....
ASA congruency :
~~~~~~~~~~~~~~~~
<> ASA - ANGLE SIDE ANGLE
<> ASA congruency is a congruency rule... which is used to prove that, two triangles are congruent!
<> For its proof we need to prove, two angles and one side is equal in both triangles!
For Example : (Δ is in the attachment)
~~~~~~~~~~~~
=> ΔABC is an isosceles triangle and AD is a bisector of angle A. Then prove that ΔADB ≈ ΔADC.
Solution :
~~~~~~~~
Given, Δ ABC is an isosceles
in which AD bisects angle A
Now,
AB = BC (Δ ABC is isoceles)
BAD = CAD (AD bisects angle A)
ABD = ACD (Angles opposite to equal sides)
Therefore,
Δ ADB ≈ Δ ADC
Hope it helps....
#BeBrainly..
Here is yr answer.....
ASA congruency :
~~~~~~~~~~~~~~~~
<> ASA - ANGLE SIDE ANGLE
<> ASA congruency is a congruency rule... which is used to prove that, two triangles are congruent!
<> For its proof we need to prove, two angles and one side is equal in both triangles!
For Example : (Δ is in the attachment)
~~~~~~~~~~~~
=> ΔABC is an isosceles triangle and AD is a bisector of angle A. Then prove that ΔADB ≈ ΔADC.
Solution :
~~~~~~~~
Given, Δ ABC is an isosceles
in which AD bisects angle A
Now,
AB = BC (Δ ABC is isoceles)
BAD = CAD (AD bisects angle A)
ABD = ACD (Angles opposite to equal sides)
Therefore,
Δ ADB ≈ Δ ADC
Hope it helps....
#BeBrainly..
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