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Simplifying solver + -2s + t = sin(2x + 3y) elorsv + -2s + t = (2x * ins + 3y * ins) elorsv + -2s + t = (2insx + 3insy) Solving elorsv + -2s + t = 2insx + 3insy Solving for variable 'e'. Move all terms containing e to the left, all other terms to the right. Add '2s' to each side of the equation. elorsv + -2s + 2s + t = 2insx + 3insy + 2s Combine like terms: -2s + 2s = 0 elorsv + 0 + t = 2insx + 3insy + 2s elorsv + t = 2insx + 3insy + 2s Add '-1t' to each side of the equation. elorsv + t + -1t = 2insx + 3insy + 2s + -1t Combine like terms: t + -1t = 0 elorsv + 0 = 2insx + 3insy + 2s + -1t elorsv = 2insx + 3insy + 2s + -1t Divide each side by 'lorsv'. e = 2il-1no-1r-1v-1x + 3il-1no-1r-1v-1y + 2l-1o-1r-1v-1 + -1l-1o-1r-1s-1tv-1 Simplifying e = 2il-1no-1r-1v-1x + 3il-1no-1r-1v-1y + 2l-1o-1r-1v-1 + -1l-1o-1r-1s-1tv-1 Reorder the terms: e = 2il-1no-1r-1v-1x + 3il-1no-1r-1v-1y + -1l-1o-1r-1s-1tv-1 + 2l-1o-1r-1v-1
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