რიცხვების შეკრება

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[/img][br][b][size=150][color=#0000ff][i][u]დავალება 1.[br][br][/u][/i][/color][color=#980000]მოდით, დავფიქრდეთ იმაზე, თუ რას ნიშნავს 7-ს დამატებული 6? გირჩევთ თქვენ თვითონ მოიფიქროთ ამაზე პასუხი.[/color][br][br][/size][/b][size=150][b][color=#ff00ff]თუ გაგიჭირდათ, ნახეთ ვიდეო.[br][br][url=https://ka.khanacademy.org/math/early-math/cc-early-math-add-sub-20/cc-early-math-add-20/v/adding-within-20]ვიდეო [/url][/color][/b][/size][br][br][br]
[b][u][color=#0000ff][size=150]დავალება 2.[/size][/color][/u][/b][br][br][b][color=#980000][size=150]შეასრულე დავალება[/size][/color][/b]
[size=150][color=#00ff00][b]მონიშნეთ სწორი პასუხი[br][br]12+9=[/b][/color][/size]
[size=150][color=#0000ff][b][i][u]დავალება 3.[/u][/i][/b][/color][/size][br][br][size=150][b][color=#ff0000]აღწერე სურათი.[br][br][/color][/b][/size][img]https://th.bing.com/th/id/OIP.d6Bj785cSjzLRUs9iQuAgAHaEK?w=315&h=180&c=7&r=0&o=5&dpr=1.25&pid=1.7[/img][br]
[b][color=#ff7700]დათვალე სურათზე მოცემული თითოეული ხილის რაოდენობა ცალ ცალკე და ჩაწერე.[br]დათვალე და ჩაწერე სურათზე მოცემული ხილის საერთო რაოდენობა.[br][/color][/b]
[b][size=150][i][u][color=#0000ff]დავალება 4.[/color][br][br][/u][/i][color=#ff00ff]წარმოადგინე რიცხვი ორი შესაკრების ჯამის სახით. (ორი ვარიანტი)[br][br]თითოეული ვარიანტის შესაბამისად დააჯგუფე ძაღლები.[/color][/size][/b]
[size=150][b][i][u][color=#0000ff]დავალება 5.[br][br][/color][/u][/i][/b][img]data:image/jpeg;base64,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[/img][b][br][br][color=#00ff00]გახსენი და შეასრულე [br][br][url=https://ka.khanacademy.org/math/early-math/cc-early-math-add-sub-20/cc-early-math-add-20/e/addition_2]ტესტი[/url][br][br][/color][/b][/size]
[size=150][u][i][b][color=#0000ff]დავალება 6.[/color][/b][/i][/u][/size][br][br][size=150][color=#980000][b]სქემატურად წარმოადგინე[br][br]სამ წითელ სამკუთხედს დავუმატოთ ორი ყვითელი ოთხკუთხედი.[br][br]სულ რამდენი ფიგურა იქნება გამოსახული თქვენს მიერ შექმნილ ნახაზზე?[/b][/color][/size]
[size=150][b][u][color=#0000ff]დავალება 7.[/color][/u][br][br][/b][/size][b][color=#ff0000][br][/color][/b][img]data:image/jpeg;base64,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[/img][b][color=#ff0000][br][br][br]გახსენი ლინკი და ივარჯიშე[/color][/b][br][br][br][url=https://phet.colorado.edu/sims/html/number-play/latest/number-play_en.html][color=#ff0000][size=150][b]სახალისო დავალებები[/b][/size][/color][/url]
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Information: რიცხვების შეკრება