show that 9 raise to power n cannot end with 3 for any natural number N
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Solution :-
》given by condition:- 9^n
according to question :-
》natural numbers (n= 0,1,2,3,4..... n )
》if n=0 then 9^0 = 1
》if n= 1 then 9^1 = 9
》if n=2 then 9^2 = 81
similarly
》if n= 3 then 9^3 = 729
》proved that that 9 raise to power n cannot end with 3 for any natural number N.
☆i hope its help☆
》given by condition:- 9^n
according to question :-
》natural numbers (n= 0,1,2,3,4..... n )
》if n=0 then 9^0 = 1
》if n= 1 then 9^1 = 9
》if n=2 then 9^2 = 81
similarly
》if n= 3 then 9^3 = 729
》proved that that 9 raise to power n cannot end with 3 for any natural number N.
☆i hope its help☆
navyabhayana:
really an helpful ans.....tk
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