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Tardigrade
Question
Mathematics
For all positive integral values of n, 32n - 2n +1 is divisible by
Q. For all positive integral values of
n
,
3
2
n
−
2
n
+
1
is divisible by
2094
228
Principle of Mathematical Induction
Report Error
A
2
50%
B
4
14%
C
8
27%
D
12
9%
Solution:
Putting
n
=
2
in
3
2
n
−
2
n
+
1
then,
3
2
×
2
−
2
×
2
+
1
=
81
−
4
+
1
=
78
, which is divisible by
2.