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∆ABC & ∆ ADB
side AB = SIDE AD ...... GIVEN
SIDE BC = SIDE DC ..... GIVEN
SIDE AC = SIDE AC.... COMMON SIDES
THEREFORE
∆ABC = ∆ ADC .... S.S.S TEST.
THERFORE
ANGLE B = ANGLE D .....C.A.C.T.
side AB = SIDE AD ...... GIVEN
SIDE BC = SIDE DC ..... GIVEN
SIDE AC = SIDE AC.... COMMON SIDES
THEREFORE
∆ABC = ∆ ADC .... S.S.S TEST.
THERFORE
ANGLE B = ANGLE D .....C.A.C.T.
adityak42:
hope it is useful to you
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Given : AB = AD nd BC = CD
To prove : ∆ABC ~ ∆ADC
Proof: In ∆ABC nd ∆ADC
AB = AD {given}
BC =CD {given}
AC=AC {common}
∆ABC~∆ADC { by SSS}
angleB=angleD { by,CPCT}
hope it helps u!
☺❤☺
To prove : ∆ABC ~ ∆ADC
Proof: In ∆ABC nd ∆ADC
AB = AD {given}
BC =CD {given}
AC=AC {common}
∆ABC~∆ADC { by SSS}
angleB=angleD { by,CPCT}
hope it helps u!
☺❤☺
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