Question

Знайти усі натуральні значення m, при яких дріб 7m+8/36 буде правильним

Answer 1

Ответ:

m=1;2;3

Пошаговое объяснение: 7m+8/36

В  правильной дроби числитель меньше знаменателя,значит решаем неравенство

7m+8 < 36

7m< 36-8

7m < 28

m< 28:7

m< 4

значит дробь буде правильной при  m=1;2;3

Answer 2

Finding Natural Values of m for a Proper Fraction

To find all the natural values of m for which the fraction 7m + 8/36 will be a proper fraction, we can start by understanding what constitutes a proper fraction.

A proper fraction is a fraction where the numerator is less than the denominator. In other words, for the fraction a/b to be proper, a must be less than b.

Solving for Natural Values of m

To find the natural values of m for which the given fraction is proper, we need to solve the inequality 7m + 8 < 36.

Let's solve for m: ``` 7m + 8 < 36 7m < 36 - 8 7m < 28 m < 28/7 m < 4 ``` So, the natural values of m for which the fraction 7m + 8/36 will be a proper fraction are m = 1, 2, 3.

Conclusion

Therefore, the natural values of m for which the fraction 7m + 8/36 will be a proper fraction are m = 1, 2, 3.