Real numbers are the numbers that are defined by the union of both rational numbers as well as irrational numbers. Based on the information, the correct option is A.
It should be noted that real numbers simply means the numbers that can either be rational or irrational.
It should also be noted that real numbers are the numbers that can be expressed as an infinite decimal expansion.
Let's assume that a is 2, b is 1 and c is -1. Therefore, a/c < b/c will be:
= 2/-1 < 1/-1
= -2 < -1
Therefore, this is true.
From the information that's given, a > b, c < 0. Therefore, this implies that a/c will be less than b/c.
In conclusion, the correct option is A.
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For real numbers a,b, and c such that a > b and c < 0. Which of the statements below is always true.
a. a/c < b/c.
b. ac > bc
c. a/c > b/c
d. a+c < b+c
