Question

Если знаменатель дроби уменьшить в 8 раз то дробь увеличится в 8 раз?

Answer 1

Да, т. к. числитель и знаменатель - то же самое, что и делимое и делитель.

Answer 2

Answer:

No, if the denominator of a fraction is reduced by 8 times, the fraction will not increase by 8 times.

The relationship between the numerator and denominator of a fraction is inversely proportional. When the denominator is reduced, the value of the fraction increases.

Let's consider an example to illustrate this:

Suppose we have the fraction 2/8. If we reduce the denominator by 8 times, we get 2/1. The value of the fraction has increased, but it has not increased by 8 times.

This can be further explained using the formula for the relationship between the original fraction and the new fraction:

Original Fraction: a/b

New Fraction: a/(b/8)

When we simplify the new fraction, we get:

a/(b/8) = 8a/b

So, the new fraction is 8 times the original fraction, not the other way around.

Therefore, reducing the denominator of a fraction by 8 times will result in the fraction increasing by 8 times, not the other way around.

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