$If $S_n=4+11+21+34+50+\ldots$. to $n$ terms, then $\frac{1}{60}\left(S_{29}-S_9\right)$....$

If $S_n=4+11+21+34+50+\ldots$. to $n$ terms, then $\frac{1}{60}\left(S_{29}-S_9\right)$....

If $S_n=4+11+21+34+50+\ldots$. to $n$ terms, then $\frac{1}{60}\left(S_{29}-S_9\right)$ 📲PW App Link - https://bit.ly/YTAI_PWAP 🌐PW Website - https://www.pw.live

If \(S_n=4+11+21+34+50+\ldots\). to \(n\) terms, then \(\frac{1}{60}\left(S_{29}-S_9\right)\)....

If \(S_n=4+11+21+34+50+\ldots\). to \(n\) terms, then \(\frac{1}{60}\left(S_{29}-S_9\right)\)....