for some integer m,every even integer is of the form
(1)m+2
(2)2m
(3)2m-1
(4)2m+1
Answers
Answered by
540
(2) 2m because product of any number by 2 is even.
Example :-
Let m be -4
2m = -4×2
= -8 which is even
Example 2:-
Let the resultant number be -46
2m = -46
m = -46/2
= -23
Hope it helps you ☺
Please mark as Brainliest ☺
Example :-
Let m be -4
2m = -4×2
= -8 which is even
Example 2:-
Let the resultant number be -46
2m = -46
m = -46/2
= -23
Hope it helps you ☺
Please mark as Brainliest ☺
Answered by
351
Hi friend!!
For some integer m,every even integer is of the form
(1)m+2
(2)2m
(3)2m-1
(4)2m+1
======================
Option is (2)
2m
================
Put m = 1,2,3,4,5,-1,-2,......
→ 2(1) = 2
→ 2(2) = 4
→ 2(-3) = -6
→ 2(-10) = -20
The above results are all even numbers.
So,For some integer m,every even integer is of the form 2m.
Hope it helps...
For some integer m,every even integer is of the form
(1)m+2
(2)2m
(3)2m-1
(4)2m+1
======================
Option is (2)
2m
================
Put m = 1,2,3,4,5,-1,-2,......
→ 2(1) = 2
→ 2(2) = 4
→ 2(-3) = -6
→ 2(-10) = -20
The above results are all even numbers.
So,For some integer m,every even integer is of the form 2m.
Hope it helps...
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