Show that any positive integer is of the form 3q or ,3q+1 or , 3q+2
For some integer q
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Q.Show that any positive integer is of the form 3q or ,3q+1 or , 3q+2
For some integer q
Solve:-
Let a be any positive integers and b=3.
Applying division lemma with a and ,b = 3
We have,
a = 3q + r , where 0 ≤ r < 3 and q is some integer
a = 3q + 0 or , a = 3q+ 1 or ,a = 3q + 2
a = 3q or, a = 3q + 1 or ,a = 3q + 2 for some integers q.
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☆==================☆
Here is your answer
☆==================☆
------------------------------------------
Q.Show that any positive integer is of the form 3q or ,3q+1 or , 3q+2
For some integer q
Solve:-
Let a be any positive integers and b=3.
Applying division lemma with a and ,b = 3
We have,
a = 3q + r , where 0 ≤ r < 3 and q is some integer
a = 3q + 0 or , a = 3q+ 1 or ,a = 3q + 2
a = 3q or, a = 3q + 1 or ,a = 3q + 2 for some integers q.
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Answered by
29
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Good morning
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Your answer is given in the attachment
I hope it will help you
Thanks
Have a good day
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