Question

413. Вместо буквы х подбирите три обыкновенные дроби так, чтобы были верными неравенства. 1) 1/3 х 3/4; 2) 1/8 х 3/4. ПОМОГИТЕ ПОЖАЛУЙСТА!!!​ дам 100 баллов

Answer 1

Ответ:

1) Верное неравенство: 1/3 < 3/4

Подходящие дроби: 1/3 < 3/4

2) Верное неравенство: 1/8 > 3/4

Подходящие дроби: 1/8 > 3/4

Answer 2

Solution:

To solve the given inequalities, we need to find three ordinary fractions that satisfy the inequalities. Let's consider each inequality separately:

1) 1/3 * x < 3/4

To find a fraction that satisfies this inequality, we can choose any value for x and calculate the result. Let's choose x = 12:

1/3 * 12 = 4

Since 4 is less than 3/4, this fraction satisfies the inequality.

2) 1/8 * x < 3/4

Similarly, let's choose x = 12:

1/8 * 12 = 1.5

Since 1.5 is less than 3/4, this fraction also satisfies the inequality.

Therefore, we have found two sets of fractions that satisfy the given inequalities:

1) x = 12, 1/3 * x = 4, 3/4 2) x = 12, 1/8 * x = 1.5, 3/4

Please note that these are just two examples of fractions that satisfy the inequalities. There are many other possible solutions.

I hope this helps! Let me know if you have any further questions.