ტესტი 1

1
ქურთუკი ღირდა 150 ლარი. გაზაფხულზე ქურთუკი 20%-ით გაიაფდა, შემოდგომაზე კი გაძვირდა ახალი ფასის 20%-ით. რამდენი ლარი გახდა ქურთუკის ფასი შემოდგომაზე?
2
ყუთში მხოლოდ წითელი, ყვითელი და მწვანე ფერის ბურთებია, სულ - 10 ბურთი. სულ მცირე, რამდენი ბურთი უნდა ამოვიღოთ ყუთში ჩაუხედავად, რათა ამოღებულთაგან 2 ბურთი მაინც აუცილებლად ერთი ფერის იყოს.
3
ABCD ტრაპეციაში გავლებულია AC დიაგონალი, რომელიც ტრაპეციას ყოფს ორ მსგავს სამკუთხედად. იპოვეთ AC დიაგონალის სიგრძე თუ AD=36, BC=16. 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[/img]
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Information: ტესტი 1