Եʵ (2)

¹ʹʵѡɳҧ ѹ ѭ ٻͧѭ ѭͧػó Ѻͧ 2 ѹѹ ͧѡɳѹ Եʵ 2 ҡ 2 ٻͧѹ ѡɳԷҡ ˹ ¡ ¡ ͺ ʴ͹ Ծ ͧʹ öԴͧ ѡɳͧҧҹҨԹ Թ .. Դ

ѡɳѧ ԧ Ҩҧ § ѡ ɮͧ ֧ö ѡɳ ҧʴ§ ͺҨѺ ѡѴŧѡԵʵ ͺѺҡ

ҧͧ Ţҹ

ͺ͹ ѧ

鹷 1
ͺ֡Ţҹ (ҼͺҹŢ 48)
鹷 2
ٳӹǹ֡ 2 ( 2 x 48 = 96 )
鹷 3
ǡ 5 ( 96 + 5 = 101 )
鹷 4
ٳ 50 ( 101 x 50 = 5050 )
鹷 5
آͧͺ仺ǡ ( 22 5050 + 22 = 5072 )
鹷 6
ǡ 365 ( 5072 + 365 = 5437 )
鹷 7
615 ѡ͡ ( 5437 - 615 = 4822 )
鹷 8
ͺ͡Ѿ ( 4822 )
鹷 9
͡Ţѡ˹ѡԺ ŢŢҹ ( ؤ 22 ҹŢ 48 )

ҧҧ Ѿشͺ֧͡ͺѴ ó ͺҨ Ѿ ʴ֧Ţҹ ҧçѹ ҡͺ͹ ͺ͡Ţҹͧѹ öͧҡ෤ԤԸҧҧ 8ͺ͡Ѿ Ҩͺ 1001 (ӹǹ) ѡ͡ҡѾ͹ ֧ͺ͡Ѿش ҡҧҧ 4822 - 1001 = 3821 ͺ͡Ѿ 3821 1001 ǡѺѾ 4822 ͡Ţҹ ͺͧҡ

֧͹ ҹҨʧ ҧԵʵ ҹͧҧѡ 2-3 ͧԴ ҧԵʵ׹ѹ Թ֧ 8 Ţʴ֧ҹŢء ͧ͹Ѻ
ҧҧѺ ѺԴ ԹдѺѸ ٨ͧ (Equation) ͡ѡɳ (Indetity)

ͧѹ ҹ٨ Ըѧ
ѡɳҡ ෤Ԥʹҡ ֡ѡҧԵʵҧԧ ªҡѹ§ʹء ͡ҡҧԵʵ¹ Ҩѡ෤Ԥ

ѧࡵҧ˹ ѡʹ ˹ͺͧ ҧͧ ԴԴҴԴ ͧҡԹͺ˹ ҡҧ ѭʹҧ˹ ŢҹͺԴŢҡ 2 ѡ ѡԴѧѧ ʴԸԴ ¹ʴóҹŢŢ 2 ѡ ѹ ٨ѧóŢҹŢ 3 ѡ 4 ѡ ҹͧ٨ͧóŢҹŢ 3 ѡ ( ˹Ţҹ¹ٻ abc ֧ a ٳѺ c ѭѡɳӹǹ 100a +10 b +c )

ͧԨóŢѡѧ

ͺ¹Ţ 3 ѡ 1 ӹǹ Ţ ͺѺѧ

鹷 1
¹Ţ 3 ѡд ()
鹷 2
ٳ 2
鹷 3
Ǻǡ 3
鹷 4
ӼѾ㹢鹷 3 Ҥٳ 5
鹷 5
ǡ 5
鹷 6
Ǥٳ 10
鹷 7
͡Ѿ ͡ѹͺ¹Ţ

ͺ ͺѾ 7 41000 ҹҺͺ¹Ţ 3 Ţ ͧԴ


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