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電子課本網(wǎng) 第61頁(yè)

第61頁(yè)

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解:正確的計(jì)算過(guò)程為:
?$\frac {x+3}2-\frac {x-1}3$?
?$=\frac {3(x+3)}6-\frac {2(x-1)}6$?
?$=\frac {3x+9}6-\frac {2x-2}6$?
?$=\frac {3x+9-2x+2}6$?
?$=\frac {x+11}6.$?
解:?$(1)$?當(dāng)?$x=5$?時(shí),
代數(shù)式?$=2[\frac {m(5-4)}3-1]+\frac {m}5=2(\frac {m}3-1)+\frac {m}5$?
?$=\frac 23m-2+\frac {m}5$?
?$=\frac {13}{15}m-2$?
當(dāng)?$x=4$?時(shí),
代數(shù)式?$=2[\frac {m(4-4)}3-1]+\frac {m}5=-2+\frac {m}5.$?
?$(2)$?由題意得對(duì)于?$x$?的任意取值,代數(shù)式的值都相等,則?$m=0$?,
此時(shí)代數(shù)式?$=-2.$?