Thực hành vẽ góc vuông, vẽ đường tròn, hình vuông, hình chữ nhật và vẽ trang trí

Home Toán lớp 3 - Tập 1 CHỦ ĐỀ 3 - LÀM QUEN VỚI HÌNH PHẲNG, HÌNH KHỐI Bài 20: Thực hành vẽ góc vuông, vẽ đường tròn, hình vuông, hình chữ nhật và vẽ trang tríBài tập nâng cao

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y=\"-43.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["Nhi\u1ec1u h\u01a1n","Ít h\u01a1n","B\u1eb1ng nhau"],"correct":"2","level":"3","hint":"","answer":"Hình v\u1ebd trên có:<\/p>4<\/strong> hình tam giác: AMN, BMC, DNC, MNC<\/p>5<\/strong> hình t\u1ee9 giác: AMCN, BMNC, MNDC, ABCD, AMCD<\/p>V\u1eady s\u1ed1 hình tam giác ít h\u01a1n <\/strong>s\u1ed1 hình t\u1ee9 giác.<\/p>\u0110áp án \u0111úng là: Ít h\u01a1n<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"129","test":"1","date":"2022-08-21 08:03:00","option_type":"txt","len":1},{"id":"2522","post_id":"6108","mon_id":"1158530","chapter_id":"1158594","question":"M\u1ed9t hình ch\u1eef nh\u1eadt có chi\u1ec1u dài g\u1ea5p \u0111ôi chi\u1ec1u r\u1ed9ng và chu vi b\u1eb1ng 180 cm. Tính chi\u1ec1u dài hình ch\u1eef nh\u1eadt \u0111ó?<\/p>","options":["30 cm","60 cm","90 cm","180 cm"],"correct":"2","level":"3","hint":"","answer":"N\u1eeda chu vi hình ch\u1eef nh\u1eadt là:<\/p>180 : 2 = 90 (cm)<\/p>Coi chi\u1ec1u r\u1ed9ng là 1 ph\u1ea7n thì chi\u1ec1u dài là 2 ph\u1ea7n.<\/p>Giá tr\u1ecb 1 ph\u1ea7n là:<\/p>90 : (2 + 1) = 30 (cm)<\/p>Chi\u1ec1u dài hình ch\u1eef nh\u1eadt là:<\/p>30 x 2 = 60 (cm)<\/p>\u0110áp s\u1ed1: 60 cm<\/strong><\/span><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"129","test":"1","date":"2022-08-21 08:05:39","option_type":"txt","len":0},{"id":"2523","post_id":"6108","mon_id":"1158530","chapter_id":"1158594","question":"Hình v\u1ebd sau có bao nhiêu hình tam giác?<\/p><svg height=\"100\" width=\"250\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"102\" id=\"canvas_background\" width=\"252\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" 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\" y=\"-24\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["4 hình tam giác","6 hình tam giác","8 hình tam giác","10 hình tam giác"],"correct":"4","level":"3","hint":"","answer":"Hình v\u1ebd trên có 10 hình tam giác, g\u1ed3m: 1 , 2, 3, 4, 1 + 2, 2 + 3, 3 + 4, 1 + 2 + 3, 2 + 3 + 4, 1 + 2 + 3 + 4. <\/p>\u0110áp án: 10 hình tam giác<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"129","test":"1","date":"2022-08-21 08:10:40","option_type":"txt","len":2}]}