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電子課本網(wǎng) 第29頁(yè)

第29頁(yè)

信息發(fā)布者:
?$(-\frac {14}{15})$?
?$(-\frac {3}{2})×(-\frac {38}{15})$?
?$\frac {19}{5}$?
?$=370×\frac {1}{4}+\frac {1}{4}×24\frac {1}{2}+5\frac {1}{2}×\frac {1}{4}$?
?$=\frac {1}{4}× (370+24\frac {1}{2}+5\frac {1}{2})$?
?$=\frac {1}{4}×400=100$?
?$=-(8×\frac {1}{8}×12×\frac {1}{3}×0.001)$?
?$=-0.004$?
?$=-5×(\frac {3}{13}-\frac {2}{13}+\frac {1}{13})+\frac {14}{13}$?
?$=-\frac {10}{13}+\frac {14}{13}$?
?$=\frac {4}{13}$?
-33
解:?$(1)$?小軍的解法較好
?$(2)49 \frac {24}{25}×(-5)=(50-\frac {1}{25})×(-5)=50×(-5)-\frac {1}{25}×(-5)=-250+\frac {1}{5}=-249 \frac {4}{5}$?
?$(3)(-19 \frac {15}{16})×8=(-20+\frac {1}{16})×8=(-20)×8+\frac {1}{16}×8=-160+\frac {1}{2}=-159 \frac {1}{2}$?
解:?$(2)$?原式?$=(-12-1)+(-20-1)=-13-21=-34$?
?$(3)$?新運(yùn)算?$“a※b=ab-1”$?不滿足對(duì)加法的分配律,例如:?$(-4)※(3+5)≠(-4)※3+(-4)※5$?