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The polynomial bounds of Jordan's inequality, especially the cubic and quartic polynomial bounds, have been studied and improved in a lot of the literature; however, the linear and quadratic polynomial bounds can not be improved very much. In this paper, new refinements and improvements of Jordan's inequality are given. We present new lower bounds and upper bounds for strengthened Jordan's inequality using polynomials of degrees 1 and 2. Our bounds are tighter than the previous results ofdoi:10.3390/math6120284 fatcat:enc6m62uyffvlpdfevmypn77xe