Question

Question - Let A be a set of two positive integers.Let f = A --> Z be a function defined by f(n) = p is the highest prime factor of n. Suppose range of f = {3}. Find A.Is A uniquely determined?
Pls answer me this now, when ur answer is correct then I mark u as *Brainliest* but pls no give answer when u don't know. If u answer when u don't know then u are a donkey. ​

Answer 1

Answer:

the set of two positive integers and f: A -> Z^+ (set of positive integer) defined as f(n)= p where p is the largest prime factor of n.

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\"1) Let, \\( A \\) be the ser of two positive integers. Let \\( f ... - Toppr

Let \\( f: A \\rightarrow Z ^ { \\prime } \\) (set of positive integers) be defined by\n\\( f ( n ) = p , \\) where \\( p \\) is the highest prime factor of \\( ...

Answer 2

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