If for the series a_1, a_2, a_3, etc, a_{ {\r}}- {\a}_{ {\r}+ {\i}} bears a constant ratio with {\a}_{ {\r}} \cdot {\a}_{ {\r}+1}; then {\a}_1, {\a}_2, {\a}_3 . . .. are in

WBJEE 2024 Math Paper

Question : 12 of 75

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If for the series a1,a2,a3, ‌‌‌‌ etc, ar−ar+i bears a constant ratio with ar⋅ar+1; then a1,a2,a3.... are in

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