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The function f : N ā€“ {1} ļ‚® N; defined by f(n) = the highest prime factor of n, is : #mathematics The function f : N ā€“ {1} ļ‚® N; defined by f(n) = the highest prime factor of n, is : #mathematics
The function f:N-{1} to N ; defined by f(n) = the highest prime factor of ā€˜nā€™ is The function f:N-{1} to N ; defined by f(n) = the highest prime factor of ā€˜nā€™ is
"Let `f: N-{1}-N` be defined by, `f(n)=` the highest prime factor of `n` . Show that `f "Let `f: N-{1}-N` be defined by, `f(n)=` the highest prime factor of `n` . Show that `f
The function f:N-{1} to N ;defined by f(n)=the highest prime factor of n, is The function f:N-{1} to N ;defined by f(n)=the highest prime factor of n, is
JEE MAINS 2024 : The function f : N - {1} to N ; defined by f(n) = The highest prime factor of n is JEE MAINS 2024 : The function f : N - {1} to N ; defined by f(n) = The highest prime factor of n is
Let f,g:N-{1}-----N ;f(a)=m ; the highest power of prime divisors of a; g(a)=a+1. Is f+g bijective? Let f,g:N-{1}-----N ;f(a)=m ; the highest power of prime divisors of a; g(a)=a+1. Is f+g bijective?
n is prime if and only if sigma(n)=n+1, Number Theory, Edler, Lec-43 n is prime if and only if sigma(n)=n+1, Number Theory, Edler, Lec-43
phi(n)=n-1 iff n is prime | phi(n)=n-1 iff n is prime |