999又9分之8÷(一1又9分之1)+(一2分之3)ⅹ(一5分之3)?
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原式=999*(-10/9)+9/8*(-10/9)+(2/3)*(5/3)
=(10/9)*(1-999-9/8)
=(10/9)*(-999+9/1)
=-10/8991+10/1
=-10/8990
=-899
=(10/9)*(1-999-9/8)
=(10/9)*(-999+9/1)
=-10/8991+10/1
=-10/8990
=-899
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(999+8/9)/(-1-1/9)+(-3/2)×(-3/5)
=(999+8/9)x (-9/10)+(-3/2)×(-3/5)
=-999×0.9-0.8+0.9
=0.9×(-999+1)-0.8
=0.9×(-1000+2)-0.8
=-900+1.8-0.8
=-899
=(999+8/9)x (-9/10)+(-3/2)×(-3/5)
=-999×0.9-0.8+0.9
=0.9×(-999+1)-0.8
=0.9×(-1000+2)-0.8
=-900+1.8-0.8
=-899
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2021-10-10
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999又9分之8÷(一1又9分之1)+(一2分之3)ⅹ(一5分之3)?
= -999又9分之8÷10/9+3/2x3/5
=-999又8/9x9/10+2/5
=(1/9-1000)x9/10+2/5
=1/9x9/10-1000x9/10+2/5
=1/10+2/5-900
=1/2-900
=-899.5
= -999又9分之8÷10/9+3/2x3/5
=-999又8/9x9/10+2/5
=(1/9-1000)x9/10+2/5
=1/9x9/10-1000x9/10+2/5
=1/10+2/5-900
=1/2-900
=-899.5
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999又8/9÷(-1又1/9)+(-3/2)×(-3/5)
=(1000-1/9)÷(-10/9)+9/10
=(1000-1/9)×(-9/10)+9/10
=1000×(-9/10)-1/9×(-9/10)+9/10
=-900+1/10+9/10
=-899
=(1000-1/9)÷(-10/9)+9/10
=(1000-1/9)×(-9/10)+9/10
=1000×(-9/10)-1/9×(-9/10)+9/10
=-900+1/10+9/10
=-899
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