Consider the series a9gcde5kp. if every letter in the series represents a number and the sum of any three consecutive terms in the series is 20, what number does p stand for? 6
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( i ) a + 9 + g = 9 + g + c = 20
=> a = c;
( ii ) 9 + g + c = g + c + d = 20
=> d = 9;
( iii ) c + d + e = d + e + 5
=> c = 5;
( iv ) d + e + 5 = e + 5 + k
=> d = k = 9;
Now,
5 + k + p = 20
=> 5 + 9 + p =20
=> p = 20 - 14 = 6
Hence, p =6...
Hope, you are satisfied with the answer.
Btw.. the series is ........ a9ga9ga9g where a = 5, g = 6
=> a = c;
( ii ) 9 + g + c = g + c + d = 20
=> d = 9;
( iii ) c + d + e = d + e + 5
=> c = 5;
( iv ) d + e + 5 = e + 5 + k
=> d = k = 9;
Now,
5 + k + p = 20
=> 5 + 9 + p =20
=> p = 20 - 14 = 6
Hence, p =6...
Hope, you are satisfied with the answer.
Btw.. the series is ........ a9ga9ga9g where a = 5, g = 6
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