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〖1/1算式〗
作业:求算式 -300+(23.75-67.5)/1.1+(23.75-75)/1.1^2+(57.5-112.5)/1.1^3 的值.
题型:数学计算
解:
-300+(23.75-67.5)/1.1+(23.75-75)/1.1^2+(57.5-112.5)/1.1^3
=-300+(-43.75)/1.1+(23.75-75)/1.1^2+(57.5-112.5)/1.1^3
=-300+(-43.75)/1.1+(-51.25)/1.1^2+(57.5-112.5)/1.1^3
=-300+(-43.75)/1.1+(-51.25)/1.1^2+(-55)/1.1^3
=-300+-43.75/1.1+(-51.25)/1.21+(-55)/1.1^3
=-300+-43.75/1.1+(-51.25)/1.21+(-55)/1.331
=-300+(-39.772727)+(-51.25)/1.21+(-55)/1.331
=-300+-39.772727+(-42.355372)+(-55)/1.331
=-300+-39.772727+(-42.355372)+(-41.322314)
=-339.772727+(-42.355372)+(-41.322314)
=-382.128099+(-41.322314)
=-423.450413 答案:-300+(23.75-67.5)/1.1+(23.75-75)/1.1^2+(57.5-112.5)/1.1^3=-423.450413你的问题在这里没有得到解决?请到 热门难题 里面看看吧!