What are p and q in rational numbers? And why have we chosen p and q alphabets only? Why not any other alphabet?
Pls answer. If your answer is correct, I’ll mark you the brainliest.
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Answered by
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Answer:
are gave me risbat
Step-by-step explanation:
What is P and Q in rational numbers?
By the definition of rational number, qp is rational where p and q are integers and q is not equal to zero. In all three options except A, q=0. Hence, p=0,q=0 is true. Answer verified by Toppr.
Answered by
1
Answer:
Because a rational number can be expressed as a ratio, that is to say, any rational number can be represented p/q.
One of p,q must be odd, because if they were both even, they wouldn't be coprime, and therefor, not simplified. (Assuming q≠0, but if q=0, it's already not a rational number.)
hope this helps
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