用欧几里得算法求下列整数对的最大公因子并用线性组合表示[tex=6.786x1.357]wkR3UBNU5/PGNElCpPsgDw==[/tex]
求[tex=8.286x1.357]5YOe7r6oTucK/XddOhmUaOIqIozkFuGirFR/WenrxKTUgiULL2c7Z2TwcxoCEdkJ[/tex][tex=16.643x2.429]ein96dckxkJg5RuN18MqhYJGPexGU/KpMbDJOPGERsMKTO51o8bL9WyZVQKet7WHCcvuvB/LrWz03vk0LRRQC2CtPblZqMij6SfTI+ufvyc=[/tex][tex=16.5x2.429]WmhWgYFnZpUuFdXaM4Gi5AVKmoG7pAKYXjCctFwxsr+JLIQgLL+nDOQkEW8ndIveWFK7Yy/CCwnGPdqkaQ3oP1TrgGeldme7tnMPfE6bQ60=[/tex][tex=9.714x1.357]JuImjH325z1RTGZCcHwN2amHL3IYon+Zh7cao/RPETc=[/tex][tex=18.786x13.143]9KVaXu2w2ELugEcBXEdLCAhL9rFfe5geLuzZd9cxPqM/H7nmXsD1qs2JFC31XTaxyzcccZNPoYgS921pd78j+sPQlpEp994OAtD/OvETaIHax0tN2yYSbemZcXCucpXB7mBch7kDOLjlF/n4H9TFchcNs/hv23A7862RqMk70zSB7Qht8epsW5FEeae+ca3UO2CAxcgM7Cx8vfkTchDMMwGz6rvicRDfSOAyPCaVuXO0p7z/BKnzmyUt/G0Uy9N9yXSreSvaeXKN11omQZDtdF3rIAXVUqj73XsvqfO44blFKCcqDlHawP90b+Z+rFD6VIfCgeOpvODCZXf9OyZB22oM68bk4n/Dsx800D0AksFcodC05igphDRidnfE5zEypg4xt1aIpWWa83Lk0JAEF8ayDHF78BPJZSm9BVhHMvIXM9Hs/zlOT2m6ux/xZNdaHbRFUUVCdxGm1n3Ck14nwQ==[/tex]故[tex=20.571x1.357]5YOe7r6oTucK/XddOhmUaOIqIozkFuGirFR/WenrxKSL2/6jUt3Hj8u813i5b75CC14QaSimK9KTQJQkh/EElQ==[/tex]
举一反三
- 用欧几里得算法求下列整数对的最大公因子并用线性组合表示.[tex=4.286x1.357]uZbMxV8FTAZ0zGUQLlHMfg==[/tex]
- 用欧几里得算法求下列整数对的最大公因子并用线性组合表示[tex=4.786x1.357]lVlRw3W0fVMmey4Ueo9ymw==[/tex]
- 用欧几里得算法求下列整数对的最大公因子并用线性组合表示.[tex=3.286x1.357]KmJrFNSuC846IzcMpCD/Mg==[/tex]
- 用欧几里得算法求：[tex=6.786x1.357]DwNaq3MAdsNOFWbOq8xBI71qCn50+iw9F1E3hPLzxaU=[/tex]
- 用欧几里得算法求：[tex=6.786x1.357]DwNaq3MAdsNOFWbOq8xBIyXHI6gPD2MUtCc/YfWnTqw=[/tex]
内容
- 0
给出求满足[tex=2.357x1.071]QbU+vUJjuGTVI8qNJiB1oA==[/tex]的两个非负整数[tex=0.571x0.786]c59+3vo0/Vn/FvNRhDRu5g==[/tex]和[tex=0.429x1.0]JThLUuJ8WswSAPiYZWihWg==[/tex]的最大公因子的递归算法。
- 1
用欧几里得算法求：[tex=5.786x1.357]DwNaq3MAdsNOFWbOq8xBI6WKTV+NEM0VULUADOmcFes=[/tex]
- 2
利用扩展欧几里得算法把[tex=5.286x1.357]DwNaq3MAdsNOFWbOq8xBI9mkBgvBigjBKyU7PAdVMxQ=[/tex]表示成144和89的线性组合。
- 3
用欧几里得算法求：[tex=4.786x1.357]DwNaq3MAdsNOFWbOq8xBI5isNcw+zCzh/CF+ghBgGSI=[/tex]
- 4
利用扩展欧几里得算法把[tex=4.786x1.357]DwNaq3MAdsNOFWbOq8xBIxtkqH+d3k/vFCs13PC2Ys4=[/tex]表示成26和91的线性组合。