A series is given with one term missing. Select the correct alternative from the given ones that will complete the series.
20, 400, 22, 484, 24, 576, ?
- A22
- B26
- C28
- D20
Solution & Step-by-step Explanation
The series is composed of alternate numbers and their corresponding squares:
1st term = 20
2nd term = 20
2
=400
3rd term = 20+2=22
4th term = 22
2
=484
5th term = 22+2=24
6th term = 24
2
=576
Following this alternate logic, the 7th term must be:
24+2=26
1st term = 20
2nd term = 20
2
=400
3rd term = 20+2=22
4th term = 22
2
=484
5th term = 22+2=24
6th term = 24
2
=576
Following this alternate logic, the 7th term must be:
24+2=26