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\" width=\"1008\" height=\"377\" align=\"left\" hspace=\"12\" \/> <\/span><\/p>\n<p class=\"western\" align=\"left\">\n<p class=\"western\" dir=\"rtl\" align=\"left\"><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><u><b>PART ONE: (14 PTS.)<\/b><\/u><\/span><\/span><\/p>\n<p class=\"western\" dir=\"rtl\" align=\"left\"><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><u><b>Section<\/b><\/u><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><u><b> O1: Reading comprehension.<\/b><\/u><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><b> (07 Pts.)<\/b><\/span><\/span><\/p>\n<p class=\"western\" dir=\"rtl\" align=\"left\"><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><u><b>A) Read the text carefully and answer th<\/b><\/u><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>es<\/b><\/u><\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><u><b>e questions:<\/b><\/u><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><b> \u2026\u2026\u2026\u2026\u2026\u2026\u2026. (0<\/b><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><b>3<\/b><\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><b> pts.)<\/b><\/span><\/span><\/p>\n<p class=\"western\" align=\"left\">\uf06a <span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\">How many paragraphs are there in the text ?<\/span><\/span><\/span><\/p>\n<p class=\"western\" align=\"left\">\uf06b <span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\">Are there 5 parts in the computer ?<\/span><\/span><\/span><\/p>\n<p class=\"western\" align=\"left\">\uf06c <span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\">Where are computers used ?<\/span><\/span><\/span><\/p>\n<p class=\"western\" dir=\"rtl\" align=\"left\"><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><u><b>B) Write (true) or (false). Correct the wrong statement.<\/b><\/u><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><b> \u2026\u2026\u2026\u2026\u2026\u2026 (02 pts.)<\/b><\/span><\/span><\/p>\n<p class=\"western\" align=\"left\">\uf06a <span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\">Newman invented the computer 60 years ago.<\/span><\/span><\/span><\/p>\n<p class=\"western\" align=\"left\">\uf06b <span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\">Computers are able to give and store information. <\/span><\/span><\/span><\/p>\n<p class=\"western\" dir=\"rtl\" align=\"left\"><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>C<\/b><\/u><\/span><\/span><\/span><span style=\"font-family: Symbol,serif;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>\uf029<\/b><\/u><\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b> Lexis<\/b><\/u><\/span><\/span><\/span><span style=\"font-family: Symbol,serif;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>\uf03a<\/b><\/u><\/span><\/span><\/span><u><b> <\/b><\/u><span style=\"font-family: Symbol,serif;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>\uf028<\/b><\/u><\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>02 pts.<\/b><\/u><\/span><\/span><\/span><span style=\"font-family: Symbol,serif;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>\uf029<\/b><\/u><\/span><\/span><\/span><\/p>\n<p class=\"western\" dir=\"rtl\" align=\"left\">\uf06a <span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><u><b>Find in the text words that are closest in meaning to:<\/b><\/u><\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"><b> \u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026 (01 pt.) <\/b><\/span><\/span><\/span><\/p>\n<p class=\"western\" dir=\"rtl\" align=\"left\"><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\">modern<\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"> = \u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026 <\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"> necessary<\/span><\/span><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><span style=\"font-size: large;\"><span lang=\"en-GB\"> = \u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026<\/span><\/span><\/span><\/p>\n<p lang=\"en-GB\" align=\"left\">\uf06b<span style=\"font-size: large;\"><span style=\"font-family: Comic Sans MS,cursive;\"><u><b>Find in the text words that are opposite in meaning to<\/b><\/u><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><u>:<\/u><\/span> <span style=\"font-family: Comic Sans MS,cursive;\"><b>\u2026\u2026\u2026\u2026\u2026\u2026\u2026<\/b><\/span><span style=\"font-family: Comic Sans MS,cursive;\"><b> (01 pt.)<\/b><\/span> <\/span><\/p>\n<p lang=\"en-GB\" align=\"left\"><span style=\"font-size: large;\"><span style=\"font-family: Comic Sans MS,cursive;\">take<\/span><span style=\"font-family: Comic Sans MS,cursive;\"> \u2260<\/span><span style=\"font-family: Comic Sans MS,cursive;\"> \u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026 more difficult <\/span><span style=\"font-family: Comic Sans MS,cursive;\">\u2260<\/span><span style=\"font-family: Comic Sans MS,cursive;\"> \u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026<\/span><\/span><\/p>\n<p lang=\"en-GB\" align=\"left\">\n<p class=\"western\" dir=\"rtl\" align=\"center\"><a href=\"https:\/\/www.cheri3a.com\/qa\/129\/%D8%AA%D8%B5%D8%AD%D9%8A%D8%AD-%D8%A7%D8%AE%D8%AA%D8%A8%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-%D8%A7%D9%84%D9%84%D8%BA%D8%A9-%D8%A7%D9%84%D9%86%D8%AC%D9%84%D9%8A%D8%B2%D9%8A%D8%A9-%D9%84%D9%84%D8%B3%D9%86%D8%A9-%D8%A7%D9%84%D8%B1%D8%A7%D8%A8%D8%B9%D8%A9-%D9%85%D8%AA%D9%88%D8%B3%D8%B7-%D8%A7%D9%84%D9%85%D9%88%D8%B6%D9%88%D8%B9-12\"><span style=\"color: #ff6600;\"><span style=\"font-family: Arial Rounded MT Bold,sans-serif;\"><span style=\"font-size: x-large;\"><i><b>The correction of the first <\/b><\/i><\/span><\/span><\/span><span style=\"color: #ff6600;\"><span style=\"font-family: Arial Rounded MT Bold,sans-serif;\"><span style=\"font-size: x-large;\"><span lang=\"en-GB\"><i><b>English <\/b><\/i><\/span><\/span><\/span><\/span><span style=\"color: #ff6600;\"><span style=\"font-family: Arial Rounded MT Bold,sans-serif;\"><span style=\"font-size: x-large;\"><i><b>examination<\/b><\/i><\/span><\/span><\/span><\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>\u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0627\u0644\u0644\u063a\u0629 \u0627\u0644\u0646\u062c\u0644\u064a\u0632\u064a\u0629 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 12 &nbsp; PART ONE: (14 PTS.) Section O1: Reading comprehension. (07 Pts.) A) Read the text carefully and answer these questions: \u2026\u2026\u2026\u2026\u2026\u2026\u2026. (03 pts.) \uf06a How many paragraphs are there in the text ? \uf06b Are there 5 parts in the computer ? \uf06c Where [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[749,744],"tags":[753,750,747],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v15.9.1 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>\u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0627\u0644\u0644\u063a\u0629 \u0627\u0644\u0627 \u0646\u062c\u0644\u064a\u0632\u064a\u0629 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 12 &bull; \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\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0627\u0644\u0644\u063a\u0629 \u0627\u0644\u0627 \u0646\u062c\u0644\u064a\u0632\u064a\u0629 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 12 \u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0627\u0644\u0644\u063a\u0629 \u0627\u0644\u0646\u062c\u0644\u064a\u0632\u064a\u0629 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 12 &nbsp; PART ONE: (14 PTS.) Section O1: Reading comprehension. (07 Pts.) A) Read the\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.cheri3a.com\/edu\/\u0627\u062e\u062a\u0628\u0627\u0631-\u0627\u0644\u0641\u0635\u0644-\u0627\u0644\u0623\u0648\u0644-\u0641\u064a-\u0627\u0644\u0644\u063a\u0629-\u0627\u0644\u0646\u062c\u0644\u064a\u0632\u064a\u0629-10\/\" \/>\n<meta property=\"og:locale\" content=\"ar_AR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"\u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0627\u0644\u0644\u063a\u0629 \u0627\u0644\u0627 \u0646\u062c\u0644\u064a\u0632\u064a\u0629 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 12 &bull; \u0645\u0648\u0642\u0639 \u0634\u0631\u064a\u0639\u0629 \u0627\u0644\u062a\u0639\u0644\u064a\u0645\u064a\" \/>\n<meta property=\"og:description\" content=\"\u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0627\u0644\u0644\u063a\u0629 \u0627\u0644\u0627 \u0646\u062c\u0644\u064a\u0632\u064a\u0629 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 12 \u0627\u062e\u062a\u0628\u0627\u0631 \u0627\u0644\u0641\u0635\u0644 \u0627\u0644\u0623\u0648\u0644 \u0641\u064a \u0627\u0644\u0644\u063a\u0629 \u0627\u0644\u0646\u062c\u0644\u064a\u0632\u064a\u0629 \u0644\u0644\u0633\u0646\u0629 \u0627\u0644\u0631\u0627\u0628\u0639\u0629 \u0645\u062a\u0648\u0633\u0637 \u0627\u0644\u0645\u0648\u0636\u0648\u0639 12 &nbsp; PART ONE: (14 PTS.) Section O1: Reading comprehension. (07 Pts.) A) Read the\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.cheri3a.com\/edu\/\u0627\u062e\u062a\u0628\u0627\u0631-\u0627\u0644\u0641\u0635\u0644-\u0627\u0644\u0623\u0648\u0644-\u0641\u064a-\u0627\u0644\u0644\u063a\u0629-\u0627\u0644\u0646\u062c\u0644\u064a\u0632\u064a\u0629-10\/\" \/>\n<meta property=\"og:site_name\" content=\"\u0645\u0648\u0642\u0639 \u0634\u0631\u064a\u0639\u0629 \u0627\u0644\u062a\u0639\u0644\u064a\u0645\u064a\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/cheri3adotcom\/\" \/>\n<meta property=\"article:published_time\" content=\"2016-09-28T16:11:06+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2016-09-28T16:35:23+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary\" \/>\n<meta name=\"twitter:creator\" content=\"@che3iacom\" \/>\n<meta name=\"twitter:site\" content=\"@che3iacom\" \/>\n<meta name=\"twitter:label1\" content=\"Est. reading 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\\u0627\\u0644\\u062a\\u0639\\u0644\\u064a\\u0645\\u064a\",\"isPartOf\":{\"@id\":\"https:\/\/www.cheri3a.com\/edu\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\/\/www.cheri3a.com\/edu\/%d8%a7%d8%ae%d8%aa%d8%a8%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-%d8%a7%d9%84%d9%84%d8%ba%d8%a9-%d8%a7%d9%84%d9%86%d8%ac%d9%84%d9%8a%d8%b2%d9%8a%d8%a9-10\/#primaryimage\"},\"datePublished\":\"2016-09-28T16:11:06+00:00\",\"dateModified\":\"2016-09-28T16:35:23+00:00\",\"author\":{\"@id\":\"https:\/\/www.cheri3a.com\/edu\/#\/schema\/person\/c104d2faa249b6a71d8449a05e580cba\"},\"description\":\"\\u0627\\u062e\\u062a\\u0628\\u0627\\u0631 \\u0627\\u0644\\u0641\\u0635\\u0644 \\u0627\\u0644\\u0623\\u0648\\u0644 \\u0641\\u064a \\u0627\\u0644\\u0644\\u063a\\u0629 \\u0627\\u0644\\u0627 \\u0646\\u062c\\u0644\\u064a\\u0632\\u064a\\u0629 \\u0644\\u0644\\u0633\\u0646\\u0629 \\u0627\\u0644\\u0631\\u0627\\u0628\\u0639\\u0629 \\u0645\\u062a\\u0648\\u0633\\u0637 \\u0627\\u0644\\u0645\\u0648\\u0636\\u0648\\u0639 12 \\u0627\\u062e\\u062a\\u0628\\u0627\\u0631 \\u0627\\u0644\\u0641\\u0635\\u0644 \\u0627\\u0644\\u0623\\u0648\\u0644 \\u0641\\u064a \\u0627\\u0644\\u0644\\u063a\\u0629 \\u0627\\u0644\\u0646\\u062c\\u0644\\u064a\\u0632\\u064a\\u0629 \\u0644\\u0644\\u0633\\u0646\\u0629 \\u0627\\u0644\\u0631\\u0627\\u0628\\u0639\\u0629 \\u0645\\u062a\\u0648\\u0633\\u0637 \\u0627\\u0644\\u0645\\u0648\\u0636\\u0648\\u0639 12 &nbsp; PART ONE: (14 PTS.) Section O1: Reading comprehension. (07 Pts.) 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