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Discrete MathematicsUse mathematical induction to prove this formula for the sum of a finite number of terms of a geometric progression with initial term a and common ratio r: \sum_{j=0}^{n} ar^j = a + ar + ar^2 + \dots + ar^n = \frac{ar^{n+1} - a}{r-1} when $r e 1 where n$ is a non-negative integer.20227mHUMAN RESOURCE DEVELOPMENT AND ORGANIZATIONAL BEHAVIOURDefine induction.20212mHUMAN RESOURCE DEVELOPMENT AND ORGANIZATIONAL BEHAVIOURWhat is induction?20222mHUMAN RESOURCE DEVELOPMENT AND ORGANIZATIONAL BEHAVIOURWrite short note on: Induction retention of employees.20237m