Last Updated On [03-11-2023]
Consider a sequence 
with 
and 
for all 
, terms of the sequence being distinct. Given that 
and 
are positive integers and 
then the possible values(s) of 
can be
a)
162
b)
64
c)
32
d)
2
Consider a sequence with and for all , terms of the sequence being distinct. Given that and are positive integers and then the possible values(s) of can be
a)
162
b)
64
c)
32
d)
2
Question ID - 50506 :-
Consider a sequence with and for all , terms of the sequence being distinct. Given that and are positive integers and then the possible values(s) of can be
a)
162
b)
64
c)
32
d)
2
|
Consider a sequence |
|||||||
|
a) |
162 |
b) |
64 |
c) |
32 |
d) |
2 |
(a,c)
Given 
in G.P.
Let 
then for 
we have
i.e. 
with common ratio 
given 
Also 
and are integers
must be even then only 
will be an integer
Hence possible values of 
is 4 and 6. (
as terms are distinct)
Hence possible value of 
is 
Next Question :
|
The circumference of a circle, whose area is 24.64 m2, is |
|||||||
|
(a) |
14.64 m |
(b) |
16.36 m |
(c) |
17.60 m |
(d) |
18.40 m |
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