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Find HCF of 3\({3}^{333}\) + 1, 3\({3}^{334}\) + 1? |
3998 + 1 3\({3}^{333 }\) + 1 3\({3}^{333 }\) - 1 3\({3}^{3}\) + 1 |
3\({3}^{333 }\) + 1 |
3\({3}^{333 }\) + 1, 3\({3}^{334}\) + 1 ⇒ 3\({3}^{333 }\) Let: 3 ⇒ a , \({3}^{333 }\)- n (assume keeping) ⇒ an + 1, an+1 + 1 HCF = an + 1 HCF =3\({3}^{333 }\) + 1 |
