在线解一元方程：
直接输入任意的一元方程，然后点击“下一步”按钮，即可获得方程的解。
它支持包含数学函数的方程。
直接输入任意的一元方程，然后点击“下一步”按钮，即可获得方程的解。
它支持包含数学函数的方程。
当前位置：在线解方程 > 在线解一元方程 > 一元方程计算史
135.6488421=(0.01907215)+(303.10147*C70)-(2060.8957*C70^2.5)+(14023.06*C70^3)
11.9769513=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
12.28921888=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
10.74265014=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
9.533525482=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
25.64242865=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
23.45613367=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
19.19025688=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
1=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
22.37597017=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
13.38436393=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
13.11259105=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
2x^2-3x+1=0
2x^2-3x+1
13.9307735=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
16.1527324=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
16.1527324=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
17.95828576=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
14.88287372=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
16.82851019=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
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11.9769513=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
12.28921888=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
10.74265014=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
9.533525482=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
25.64242865=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
23.45613367=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
19.19025688=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
1=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
22.37597017=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
13.38436393=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
13.11259105=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
2x^2-3x+1=0
2x^2-3x+1
13.9307735=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
16.1527324=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
16.1527324=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
17.95828576=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
14.88287372=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
16.82851019=(0.0092174253)+(170.61834*x)+(1206.0703*x^1.5)-(4614.6537*x^2.5)+(6556.842*x^3)
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