Question

Буратино,Пьеро и Карабас-барабас измеряли свой рост. Выяснилось,что рост Буратино равен b см и он составляет 8/9 роста Пьеро. Рост Пьеро составляет 3/32 роста Карабаса-барабаса. Во сколько раз карабас-барабас вые буратино? зависит ли ответ от значения b

Answer 1

Рост Буратино = 8/9*3/32*Б см = 1/12*Б см
Рост Пьеро = 3/32*Б см
Рост Карабаса = Б см

Карабас выше Буратино в = Б / 1/12Б = в 12Б раз

Answer 2

Problem Analysis

We are given the heights of three characters: Buratino, Piero, and Karabas-Barabas. We need to find the ratio of Karabas-Barabas's height to Buratino's height and determine if the answer depends on the value of 'b'.

Solution

Let's solve the problem step by step.

1. We are given that the height of Buratino is 'b' cm, and it is 8/9 of Piero's height. 2. Therefore, Piero's height is (9/8) * 'b' cm. 3. We are also given that Piero's height is 3/32 of Karabas-Barabas's height. 4. Therefore, Karabas-Barabas's height is (32/3) * Piero's height, which is (32/3) * (9/8) * 'b' cm.

To find the ratio of Karabas-Barabas's height to Buratino's height, we divide Karabas-Barabas's height by Buratino's height:

(Karabas-Barabas's height) / (Buratino's height) = [(32/3) * (9/8) * 'b'] / 'b'

Simplifying the expression:

(Karabas-Barabas's height) / (Buratino's height) = (32/3) * (9/8)

Now, let's calculate the value of the expression (32/3) * (9/8):

(32/3) * (9/8) = 288/24 = 12

Therefore, the ratio of Karabas-Barabas's height to Buratino's height is 12. This means that Karabas-Barabas is 12 times taller than Buratino.

Now, let's address the second part of the question: Does the answer depend on the value of 'b'?

No, the answer does not depend on the value of 'b'. The ratio of Karabas-Barabas's height to Buratino's height is always 12, regardless of the value of 'b'.

Conclusion

The ratio of Karabas-Barabas's height to Buratino's height is 12, and the answer does not depend on the value of 'b'.