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Let 2nd, 8th and 44th terms AP 1st, 2nd 3rd terms of a GP. If first term of AP 1sum first 20 terms

Let 2nd, 8th and 44th terms of a non-constant AP be respectively the 1st, 2nd and 3rd terms of a GP. If the first term of the AP is 1, then the sum of its first 20 terms is equal to:
[JEE MAIN 2024]
(a) 980 (b) 970 (c) 990 (d) 960

Welcome to this detailed session on Arithmetic Progression (AP) for JEE Mains, conducted by expert educator Nitin Agrawal! 🚀

In this video, we’ll dive into:
✅ Important concepts of Arithmetic Progression (AP) & GP
✅ Step-by-step solutions to previous year JEE Mains questions
✅ Pro tips and shortcuts to solve AP & GP problems efficiently

This session is tailored to help you master AP and score high in the mathematics section of JEE Mains. Don’t forget to download the notes from the link below!

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Видео Let 2nd, 8th and 44th terms AP 1st, 2nd 3rd terms of a GP. If first term of AP 1sum first 20 terms канала MathematizeMe

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