Question

Зная что a>b сравните а) а-6 и б-6 с)а+м и б+м б) а+12 и б+12 д) а-к и б-к​

Answer 1

а) >

с) >

б) >

д) >

Задание правильно написано?

Answer 2

To compare the expressions, we'll consider the inequality a > b.

a) Compare (a-6) and (b-6): If we subtract the same value from both sides of an inequality, the inequality remains the same. Thus, we can say:

a - 6 > b - 6

b) Compare (a+м) and (b+м): Here, 'м' is just some constant value, and it doesn't affect the inequality between a and b. So, we can say:

a + м > b + м

c) Compare (a+12) and (b+12): Similarly, adding the same value to both sides of an inequality maintains the inequality, so we can say:

a + 12 > b + 12

d) Compare (a-к) and (b-к): Again, 'к' is a constant, and it doesn't change the inequality between a and b. So, we can say:

a - к > b - к

In summary, after comparing all the expressions, we can say that the order of a and b remains the same in all cases because we are either subtracting or adding the same constant to both sides of the original inequality a > b.