{"id":2191,"date":"2016-09-30T16:09:58","date_gmt":"2016-09-30T15:09:58","guid":{"rendered":"http:\/\/www.cheri3a.com\/edu\/?p=2191"},"modified":"2016-09-30T16:09:58","modified_gmt":"2016-09-30T15:09:58","slug":"%d8%a7%d8%ae%d8%aa%d8%a8%d9%80%d9%80%d9%80%d9%80%d9%80%d8%a7%d8%b1-%d8%a7%d9%84%d9%81%d8%b5%d9%84-%d8%a7%d9%84%d8%a3%d9%88%d9%84-%d9%81%d9%8a-%d9%85%d8%a7%d8%af%d8%a9-%d8%a7%d9%84%d8%b1%d9%8a%d8%a7-3","status":"publish","type":"post","link":"https:\/\/www.cheri3a.com\/edu\/%d8%a7%d8%ae%d8%aa%d8%a8%d9%80%d9%80%d9%80%d9%80%d9%80%d8%a7%d8%b1-%d8%a7%d9%84%d9%81%d8%b5%d9%84-%d8%a7%d9%84%d8%a3%d9%88%d9%84-%d9%81%d9%8a-%d9%85%d8%a7%d8%af%d8%a9-%d8%a7%d9%84%d8%b1%d9%8a%d8%a7-3\/","title":{"rendered":"\u0627\u062e\u062a\u0628\u0640\u0640\u0640\u0640\u0640\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0645\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 4"},"content":{"rendered":"

\u0627\u062e\u062a\u0628\u0640\u0640\u0640\u0640\u0640\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0645\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a\u00a0 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 4<\/h1>\n
<\/p>\n
\u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u062b\u0644\u0627\u062b\u064a \u0627\u0644\u0623\u0648\u0644 \u0641\u0640\u064a \u0645\u0640\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a<\/b><\/span><\/u><\/span><\/span><\/p>\n
\u0627\u0644\u0645\u0633\u062a\u0640\u0648\u0649<\/b><\/span><\/u><\/span><\/span>:<\/b><\/span><\/u> <\/b>\u0627\u0644\u0631\u0627\u0628\u0640\u0639\u0629 \u0645\u062a\u0640\u0648\u0633\u0637<\/b><\/span><\/span><\/span><\/p>\n
\u0627\u0644\u0645\u0640\u0640\u0640\u0640\u062f\u0629<\/b><\/span><\/u><\/span><\/span>: <\/b><\/span><\/u>\u0633\u0640\u0640\u0627\u0639\u062a\u0640\u0627\u0646<\/b><\/span><\/span><\/span><\/p>\n
\u0627\u0644\u0640\u0640\u062a\u0645\u0640\u0640\u0631\u064a\u0640\u0640\u0646 \u0627\u0644\u0623\u0648\u0644<\/b><\/span><\/u><\/span><\/span>:<\/b><\/span><\/u><\/p>\n
\u0644\u064a\u0643\u0646 \u0627\u0644\u0639\u062f\u062f\u064a\u0646 <\/b><\/span><\/span><\/span>A<\/b><\/span><\/span><\/span> <\/b>\u0648 <\/b><\/span><\/span><\/span>B<\/b><\/span><\/span><\/span> <\/b>\u0628\u062d\u064a\u062b<\/b><\/span><\/span><\/span>:<\/b><\/span><\/span><\/p>\n
960 = <\/b><\/span><\/span>A <\/b><\/span><\/span><\/span>\u060c <\/b><\/span><\/span><\/span>1512 = B<\/b><\/span><\/span><\/span><\/p>\n
1-<\/b><\/span><\/span><\/span>\u0623\u062d\u0633\u0628 <\/b><\/span><\/span><\/span>(B<\/b><\/span><\/span><\/span>\u060c<\/b><\/span><\/span><\/span>A) PGCD.<\/b><\/span><\/span><\/span><\/p>\n
2-<\/b><\/span><\/span><\/span>\u0627\u062e\u062a\u0632\u0644 \u0627\u0644\u0643\u0633\u0631 <\/b><\/span><\/span><\/span>B\/A.<\/b><\/span><\/span><\/span><\/p>\n
\n
\u0627\u0644\u0640\u062a\u0640\u0645\u0640\u0640\u0631\u064a\u0640\u0640\u0646 \u0627\u0644\u062b\u0640\u0640\u0627\u0646\u064a<\/b><\/span><\/u><\/span><\/span>:<\/b><\/span><\/span><\/span><\/u><\/p>\n
\u0644\u062a\u0643\u0646 \u0627\u0644\u0639\u0628\u0627\u0631\u0629 \u060c \u0628\u062d\u064a\u062b<\/b><\/span><\/span><\/span>: <\/b><\/span>(5-X)<\/b><\/span><\/span> +<\/b><\/span>(3+X)<\/b><\/span><\/span> +<\/b><\/span> <\/b>^{2<\/b><\/span><\/span><\/sup>(2-X3)<\/b><\/span><\/span>=<\/b><\/span>E<\/b><\/span><\/span><\/p>\n}
1- <\/b><\/span><\/span>\u0623\u0646\u0634\u0631 \u0648 \u0628\u0633\u0637 \u0627\u0644\u0639\u0628\u0627\u0631\u0629 <\/b><\/span><\/span><\/span>E.<\/b><\/span><\/span><\/p>\n
2- <\/b><\/span><\/span>\u0627\u062d\u0633\u0628 <\/b><\/span><\/span><\/span>E <\/b><\/span><\/span>\u0645\u0646 \u0623\u062c\u0644 <\/b><\/span><\/span><\/span>2=X.<\/b><\/span><\/span><\/p>\n
\n
\u0627\u0644\u0640\u062a\u0640\u0640\u0645\u0640\u0640\u0631\u064a\u0640\u0640\u0646 \u0627\u0644\u0640\u062b\u0640\u0640\u0627\u0644\u062b<\/b><\/span><\/u><\/span><\/span>:<\/b><\/span><\/span><\/u><\/p>\n
\u0644\u064a\u0643\u0646 \u0627\u0644\u0639\u062f\u062f\u064a\u0646 <\/b><\/span><\/span><\/span>X <\/b><\/span><\/span>\u0648 <\/b><\/span><\/span><\/span>Y <\/b><\/span><\/span>\u0628\u062d\u064a\u062b <\/b><\/span><\/span><\/span>: 89\u221a=Y <\/b><\/span><\/span>\u060c <\/b><\/span><\/span><\/span>72\u221a=X <\/b><\/span><\/span><\/p>\n
1-<\/b><\/span><\/span>\u0623\u0643\u062a\u0628 \u0643\u0644\u0627 \u0645\u0646 <\/b><\/span><\/span><\/span>X <\/b><\/span><\/span>\u0648 <\/b><\/span><\/span><\/span>Y <\/b><\/span><\/span>\u0639\u0644\u0649 \u0634\u0643\u0644 <\/b><\/span><\/span><\/span>\u042c\u221a\u0430 <\/b><\/span><\/span>\u062d\u064a\u062b <\/b><\/span><\/span><\/span>\u042c <\/b><\/span><\/span>\u0623\u0635\u063a\u0631 \u0645\u0627 \u064a\u0643\u0648\u0646<\/b><\/span><\/span><\/span>.<\/b><\/span><\/span><\/p>\n
2- <\/b><\/span><\/span>\u0627\u062d\u0633\u0628 <\/b><\/span><\/span><\/span>XY <\/b><\/span><\/span>\u062b\u0645 <\/b><\/span><\/span><\/span>Y-X.<\/b><\/span><\/span><\/p>\n
3- <\/b><\/span><\/span>\u0627\u062d\u0633\u0628 \u0627\u0644\u0645\u062c\u0645\u0648\u0639<\/b><\/span><\/span><\/span>: 2\u221a\/ 3+Y-X = S<\/b><\/span><\/span><\/p>\n
\n
\u0627\u0644\u0640\u062a\u0640\u0640\u0645\u0640\u0640\u0631\u064a\u0640\u0640\u0646 \u0627\u0644\u0640\u0631\u0627\u0628\u0640\u0640\u0639<\/b><\/span><\/u><\/span><\/span>:<\/b><\/span><\/span><\/u><\/p>\n
ABC<\/b><\/span><\/span> <\/b>\u0645\u062b\u0644\u062b \u062d\u064a\u062b<\/b><\/span><\/span><\/span>: <\/b><\/span>3= AB <\/b><\/span><\/span>\u060c <\/b><\/span><\/span><\/span>4= AC <\/b><\/span><\/span>\u060c <\/b><\/span><\/span><\/span>5= BC<\/b><\/span><\/span><\/p>\n
1-<\/b><\/span>\u0628\u064a\u0646 \u0623\u0646 \u0627\u0644\u0645\u062b\u0644\u062b <\/b><\/span><\/span><\/span>ABC <\/b><\/span><\/span>\u0642\u0627\u0626\u0645 \u0641\u064a <\/b><\/span><\/span><\/span>A.<\/b><\/span><\/span><\/p>\n
2- <\/b><\/span><\/span>\u0623\u062d\u0633\u0628 <\/b><\/span><\/span><\/span>C COS.<\/b><\/span><\/span><\/p>\n
3- <\/b><\/span><\/span>\u0627\u062d\u0633\u0628 \u0623\u0642\u064a\u0627\u0633 \u0627\u0644\u0632\u0627\u0648\u064a\u062a\u064a\u0646 <\/b><\/span><\/span><\/span>C <\/b><\/span><\/span>\u060c <\/b><\/span><\/span><\/span>B <\/b><\/span><\/span>\u0628\u0627\u0644\u062f\u0631\u062c\u0627\u062a \u0648 \u0628\u0627\u0644\u062a\u062f\u0648\u064a\u0631 \u0625\u0644\u0649 \u0627\u0644\u0648\u062d\u062f\u0629<\/b><\/span><\/span><\/span>.<\/b><\/span><\/span><\/p>\n
\n
\u0627\u0644\u0640\u0640\u062c\u0640\u0640\u0632\u0621 \u0627\u0644\u0640\u0640\u062b\u0640\u0640\u0627\u0646\u064a<\/b><\/span><\/u><\/span><\/span>:<\/b><\/span><\/u> <\/b>\u0645\u0633\u0623\u0644\u0629<\/b><\/span><\/span><\/span>(8 <\/b><\/span>\u0646\u0642\u0637<\/b><\/span><\/span><\/span>).<\/b><\/span><\/p>\n
<\/p>\n
\u0644\u0627\u062d\u0638 \u062c\u064a\u062f\u0627 \u0627\u0644\u0634\u0643\u0644 \u0641\u064a \u0627\u0644\u0623\u0639\u0644\u0649<\/b><\/span><\/span><\/span>.<\/b><\/span><\/p>\n
1-<\/b><\/span>\u0623\u062d\u0633\u0628 <\/b><\/span><\/span><\/span>_{1<\/b><\/span><\/sub>S <\/b><\/span><\/span>\u0645\u0633\u0627\u062d\u0629 \u0627\u0644\u0645\u062b\u0644\u062b <\/b><\/span><\/span><\/span>AEB.<\/b><\/span><\/span><\/p>\n}
2- <\/b><\/span><\/span>\u0623\u062d\u0633\u0628 <\/b><\/span><\/span><\/span>_{2<\/b><\/span><\/span><\/sub>S <\/b><\/span><\/span>\u0645\u0633\u0627\u062d\u0629 \u0627\u0644\u0645\u0633\u062a\u0637\u064a\u0644 <\/b><\/span><\/span><\/span>EDCA <\/b><\/span><\/span>\u0628\u062f\u0644\u0627\u0644\u0629 <\/b><\/span><\/span><\/span>X.<\/b><\/span><\/span><\/p>\n}
3- <\/b><\/span><\/span>\u0623\u062b\u0628\u062a \u0623\u0646 <\/b><\/span><\/span><\/span>_{3<\/b><\/span><\/span><\/sub>S <\/b><\/span><\/span>\u0645\u0633\u0627\u062d\u0629 \u0634\u0628\u0647 \u0627\u0644\u0645\u0646\u062d\u0631\u0641 <\/b><\/span><\/span><\/span>EDCB <\/b><\/span><\/span>\u0647\u064a <\/b><\/span><\/span><\/span>24+X8<\/b><\/span><\/span><\/p>\n}
4- <\/b><\/span><\/span>\u0623\u0648\u062c\u062f \u0642\u064a\u0645\u0629 <\/b><\/span><\/span><\/span>X <\/b><\/span><\/span>\u0639\u0646\u062f\u0645\u0627 \u064a\u0643\u0648\u0646<\/b><\/span> <\/b><\/span><\/span>_{3<\/b><\/span><\/span><\/sub>S <\/b><\/span><\/span>\u0636\u0639\u0641 \u0627\u0644\u0645\u0633\u0627\u062d\u0629 <\/b><\/span><\/span><\/span>_{1<\/b><\/span><\/sub>S <\/b><\/span><\/span>\u0628\u0645\u0639\u0646\u0649<\/b><\/span><\/span><\/span>: <\/b><\/span><\/span>_{3<\/b><\/span><\/span><\/sub>S = <\/b><\/span><\/span>_{1<\/b><\/span><\/sub>S2<\/b><\/span><\/span><\/p>\n}}}}
5- <\/b><\/span><\/span>\u062a\u062d\u0642\u0642 \u0623\u0646 <\/b><\/span><\/span><\/span>9=DE.<\/b><\/span><\/span><\/p>\n
6- <\/b><\/span><\/span>\u0639\u064a\u0646 \u0646\u0642\u0637\u0629 <\/b><\/span><\/span><\/span>F <\/b><\/span><\/span>\u0645\u0646 <\/b><\/span><\/span><\/span>[ED] <\/b><\/span><\/span>\u0628\u062d\u064a\u062b <\/b><\/span><\/span><\/span>cm1,8=DF<\/b><\/span><\/span><\/p>\n
7- <\/b><\/span><\/span>\u0623\u0646\u0634\u0626 \u0627\u0644\u0645\u0633\u062a\u0642\u064a\u0645 <\/b><\/span><\/span><\/span>(\u2206) <\/b><\/span><\/span>\u0627\u0644\u0630\u064a \u064a\u0634\u0645\u0644 <\/b><\/span><\/span><\/span>F <\/b><\/span><\/span>\u0648 \u064a\u0648\u0627\u0632\u064a <\/b><\/span><\/span><\/span>(EC) <\/b><\/span><\/span>\u0648 \u0627\u0644\u0630\u064a \u064a\u0642\u0637\u0639 <\/b><\/span><\/span><\/span>(DC) <\/b><\/span><\/span>\u0641\u064a <\/b><\/span><\/span><\/span>R.<\/b><\/span><\/span><\/p>\n
8- <\/b><\/span><\/span>\u0623\u062d\u0633\u0628 \u0627\u0644\u0623\u0637\u0648\u0627\u0644<\/b><\/span><\/span><\/span>: DR <\/b><\/span><\/span>\u060c <\/b><\/span><\/span><\/span>FR <\/b><\/span><\/span>\u060c <\/b><\/span><\/span><\/span>CE.<\/b><\/span><\/span><\/p>\n
–<\/b><\/span>\u0628\u0627\u0644\u062a\u0640\u0640\u0640\u0648\u0641\u0640\u0640\u0640\u064a\u0640\u0640\u0640\u0640\u0640\u0640\u0640\u0642<\/b><\/span><\/span><\/span>–<\/b><\/span><\/p>\n","protected":false},"excerpt":{"rendered":"
\u0627\u062e\u062a\u0628\u0640\u0640\u0640\u0640\u0640\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0645\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a\u00a0 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 4 \u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u062b\u0644\u0627\u062b\u064a \u0627\u0644\u0623\u0648\u0644 \u0641\u0640\u064a \u0645\u0640\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a \u0627\u0644\u0645\u0633\u062a\u0640\u0648\u0649: \u0627\u0644\u0631\u0627\u0628\u0640\u0639\u0629 \u0645\u062a\u0640\u0648\u0633\u0637 \u0627\u0644\u0645\u0640\u0640\u0640\u0640\u062f\u0629: \u0633\u0640\u0640\u0627\u0639\u062a\u0640\u0627\u0646 \u0627\u0644\u0640\u0640\u062a\u0645\u0640\u0640\u0631\u064a\u0640\u0640\u0646 \u0627\u0644\u0623\u0648\u0644: \u0644\u064a\u0643\u0646 \u0627\u0644\u0639\u062f\u062f\u064a\u0646 A \u0648 B \u0628\u062d\u064a\u062b: 960 = A \u060c 1512 = B 1-\u0623\u062d\u0633\u0628 (B\u060cA) PGCD. 2-\u0627\u062e\u062a\u0632\u0644 \u0627\u0644\u0643\u0633\u0631 B\/A. \u0627\u0644\u0640\u062a\u0640\u0645\u0640\u0640\u0631\u064a\u0640\u0640\u0646 \u0627\u0644\u062b\u0640\u0640\u0627\u0646\u064a: \u0644\u062a\u0643\u0646 \u0627\u0644\u0639\u0628\u0627\u0631\u0629 \u060c \u0628\u062d\u064a\u062b: (5-X) +(3+X) + 2(2-X3)=E 1- […]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[59],"tags":[],"yoast_head":"\n\u0627\u062e\u062a\u0628\u0640\u0640\u0640\u0640\u0640\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0645\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 4 • \u0645\u0648\u0642\u0639 \u0634\u0631\u064a\u0639\u0629 \u0627\u0644\u062a\u0639\u0644\u064a\u0645\u064a<\/title>\n<meta name=\"description\" content=\"\u0627\u062e\u062a\u0628\u0640\u0640\u0640\u0640\u0640\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0645\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 4 \u0627\u062e\u062a\u0628\u0640\u0640\u0640\u0640\u0640\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0645\u0627\u062f\u0629 \u0627\u0644\u0631\u064a\u0627\u0636\u064a\u0627\u062a\u00a0 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 4 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