3. Логикалық есеп «Сен білесін бе?»
1. Функцияның туындысын флюксия деп атаған кім? (Ньютон)
2. Отырардан шыққан ұлы ойшыл, математик. (Әбунасыр-Фараби)
3. Транцендент теңдеулерді ата
4. Айнымалы шамалардың өсімшелерін белгілеу үшін гректің әріпін
қолданған кім? (Эйлер)
5. Архимедтің «Эврика» сөзінің мағынасы қазақша қалай? (таптым)
6. Радикал таңбасын алғашқы математикаға енгізген кім?
IV. Тест тапсырмасын орындау
![](data:image/png;base64,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)
Достарыңызбен бөлісу: |