Tip:A–D to answerE for explanationV for videoS to reveal answer
Identify the fifth number in the series: 122, 144, 166, 188,?
- A.
210
(Correct Answer) - B.
310
- C.
345
- D.
234
Explanation
To find the pattern, we calculate the difference between consecutive terms:
144−122=22
166−144=22
188−166=22
The series follows an arithmetic progression with a constant common difference (d) of 22. To find the fifth term (T5):
T5=188+22=210
Explanation
To find the pattern, we calculate the difference between consecutive terms:
144−122=22
166−144=22
188−166=22
The series follows an arithmetic progression with a constant common difference (d) of 22. To find the fifth term (T5):
T5=188+22=210
