The statement "If x > y, then ax > by" is always true, as long as a is a positive real number.
When x is greater than y, multiplying both sides of the inequality by a positive number will also result in greater inequality. So if x > y, then ax will also be greater than by. This means that the new inequality, ax > by, is always true as long as a is positive.
Answers & Comments
Answer:
Letter D. Always true
Step-by-step explanation:
Answer:
D. Always true
Step-by-step Solution:
The statement "If x > y, then ax > by" is always true, as long as a is a positive real number.
When x is greater than y, multiplying both sides of the inequality by a positive number will also result in greater inequality. So if x > y, then ax will also be greater than by. This means that the new inequality, ax > by, is always true as long as a is positive.