(a+b) 2 =a 2 +b 2 +2ab SRyxI – A`TvIN ivSw – gixq hrdIp kor ssss AYm.AYs gyt, AimRqsr.
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(a+b) 2 =a 2 +b 2 +2ab SRyxI – A`TvIN ivSw – gixq hrdIp kor ssss AYm.AYs gyt, AimRqsr
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Transcript of (a+b) 2 =a 2 +b 2 +2ab SRyxI – A`TvIN ivSw – gixq hrdIp kor ssss AYm.AYs gyt, AimRqsr.
(a+b)2 =a2+b2+2ab(a+b)2 =a2+b2+2ab
SRyxI – A`TvINivSw – gixq
hrdIp korssss AYm.AYs gyt, AimRqsr
loVINdI sm`grI
• rMgdwr kwgz dI SIt
• kYNcI
• jumYtrI bwks
• PYvIkol
• Qrmokol dI SIt
• rMgdwr kwgz dI SIt
• kYNcI
• jumYtrI bwks
• PYvIkol
• Qrmokol dI SIt
iek sPYd kwgz dI SIt lEiek sPYd kwgz dI SIt lE
ies au`qy ie`k vrg iK`co
ies vrg nUM k`t lE
ies vrg nMU do vrgW qy do AwieqW iv`c vMf lEies vrg nMU do vrgW qy do AwieqW iv`c vMf lE
mMn lE iek vrg dI Bujw ‘a’ hYmMn lE iek vrg dI Bujw ‘a’ hY
AA
Awieq dI lMbweI ‘b’ qy cOVweI ‘a’ mMn lE Awieq dI lMbweI ‘b’ qy cOVweI ‘a’ mMn lE
B
A
AA
mMn lE dUjy vrg dI Bujw ‘b’ hYmMn lE dUjy vrg dI Bujw ‘b’ hY
B
A
B
B
A
ies qrW dUjy Awieq dI lMbweI ‘b’ qy cOVweI ‘a’ ho jwvygI ies qrW dUjy Awieq dI lMbweI ‘b’ qy cOVweI ‘a’ ho jwvygI
B
A
B
B
A
AA
BB
B
A
B
B
A
AA
BB
AA A²A² ABAB
B²B²ABAB
kYNcI nwl k`t lEkYNcI nwl k`t lE
Bujw ‘a’ vwly vrg dy mwp dw rMgIn kwgz k`t lE
Bujw ‘a’ vwly vrg dy mwp dw rMgIn kwgz k`t lE
‘a’ Bujw vwly vrg dy mwp dy k`ty hoey rMgIn kwgz nMU icpkw dE‘a’ Bujw vwly vrg dy mwp dy k`ty hoey rMgIn kwgz nMU icpkw dE
