Question

Доктор айболит раздал четырём заболевшим зверям 2014 чудодейственных таблеток. Носорог получил на одну больше, чем крокодил, бегемот-на одну больше, чем носорог, а слон-на одну больше, чем бегемот. Сколько таблеток придётся съесть слону?

Answer 1

Допустим х таблеток получил крокодил, то х+1-носорог, х+2-бегемот, х+3-слон, всех таблеток 2014, то составим уравнение:
х+х+1+х+2+х+3=2014,
4х+6=2014,
4х=2008, х=502 - получил крокодил, то слон получит х+3=502+3=505.
Ответ: 505 таблеток

Answer 2

Doctor Aybolit's Miracle Tablets

To solve this problem, we can use a step-by-step approach to determine the number of tablets the elephant (слон) needs.

1. Given Information: - Doctor Aybolit distributed 2014 miraculous tablets to four sick animals. - The rhinoceros (носорог) received one more tablet than the crocodile (крокодил). - The hippopotamus (бегемот) received one more tablet than the rhinoceros. - The elephant (слон) received one more tablet than the hippopotamus.

2. Calculating the Number of Tablets for the Elephant: - Let's denote the number of tablets received by the crocodile as C, the rhinoceros as R, the hippopotamus as H, and the elephant as E. - We know that: - R = C + 1 - H = R + 1 - E = H + 1

- Substituting the values: - R = C + 1 - H = (C + 1) + 1 = C + 2 - E = (C + 2) + 1 = C + 3

- Adding all the tablets received by the animals: - C + R + H + E = 2014 - C + (C + 1) + (C + 2) + (C + 3) = 2014 - 4C + 6 = 2014 - 4C = 2008 - C = 502

- Therefore, the elephant (слон) needs to consume 502 + 3 = 505 tablets.

This calculation shows that the elephant would need to consume 505 tablets.