Direction: In this question, select the missing numbers from the given…

Concept: In an arithmetic progression (AP), consecutive terms differ by the same constant amount, called the common difference — so a missing term equals the term immediately before it plus that common difference.

Application: Compare the known consecutive terms of this series to establish the common difference, then apply it step by step.

1. 1763 + 229 = 1992

2. 1992 + 229 = 2221

3. 2221 + 229 = 2450

4. 2450 + 229 = 2679

5. 2679 + 229 = 2908

Cross-check: Moving backward from the last term gives the same value — 2908 minus the common difference equals 2679, and 2679 minus the common difference equals 2450 — matching the term reached by adding forward from 2221.

Since every consecutive pair in the series shares this same difference, the missing term is 2450.