problemssovingproblemsolvin... if series continues what letter Will be in 2015th position
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Answered by
1
We can consider
Problemsolving
as 1 part of the series and number the alphabet
P_1
r_2
o_3
b_4
l_5
e_6
m_7
s_8
o_9
v_10
i_11
n_12
g_13
If the position of the alphabet is 2015 then , the last position of alphabet 'g' will be
2015/13 = 155
As we can see here 2015 is complete divisible by 13 ,
The letter at position 2015 is 'g'
Answered by
1
Answer:
Problemsolving = 14 letter word. So divide 2015 by 14 and find the remainder. Here remainder is 13. so 13th letter in problemsolving is 'n'
Step-by-step explanation:
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