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63+98
125 +57
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19/57 . 2 4/7 - 19/57 . 1 5/7 - 19/57
= 19/57 x ( 2 4/7 - 1 5/7 )
= 19/57 x 6/7
= 2/7
\(\dfrac{19}{57}.2\dfrac{4}{7}-\dfrac{19}{57}.1\dfrac{5}{7}-\dfrac{19}{57}\)
\(\text{=}\dfrac{19}{57}.\left(2\dfrac{4}{7}-1\dfrac{5}{7}-1\right)\)
\(\text{=}\dfrac{19}{57}.\left(\dfrac{-1}{7}\right)\)
\(\text{=}\dfrac{-1}{21}\)
36 * (143 + 57) + 64 * (143 + 57)
= (143 + 57) * (36 + 64)
= 200 * 100
= 20000
\(36\times\left(143+57\right)+64\times\left(143+57\right)=\left(143+57\right)\times\left(36+64\right)\)
\(=200\times100=20000\)
a) 232 - (581 + 132 - 331)
= 232 - 581 - 132 + 331
= (232 - 132) - (581 - 331)
= 100 - 250
= -(250 - 100)
= -150
b) [12 + (-57)] - [-57 - (-12)]
= 12 - 57 + 57 - 12
= (12 - 12) + (57 - 57)
= 0 + 0
= 0
143(57-36)-57(143-36) = 143.57 -143.36 -143.57+57.36
= 36(57-143)=36.(-86) =-3096
=1918x2018-1918x57-2018x1918+2018x57
=(1918x2018-1918x2018)+57x(2018-1918)
=57x100=5700
a: \(232-\left(581+132-331\right)\)
\(=232-581-132+331\)
\(=\left(232-132\right)+\left(-581+331\right)\)
\(=100-250\)
=-150
b: \(\left[12+\left(-57\right)\right]-\left[-57-\left(-12\right)\right]\)
\(=12+\left(-57\right)+57+\left(-12\right)\)
\(=\left(12-12\right)+\left(57-57\right)\)
=0+0
=0
`a, 232 - ( 581 + 132 -331)`
`= 232 - 581 - 132 +331`
`= (232-132) +(-581 + 331)`
`= 100 -250`
`=-150`
`b, [12+ (-57)] - [-57-(-12)]`
`= 12+ (-57) - (-57+12)`
`= 12+ (-57) + 57 -12`
`= (12-12) + (-57+57)`
`= 0+0`
`=0`
63+98=161
125+57=182
\(63+98\)
\(=62+1+98\)
\(=\left(62+98\right)+1\)
\(=160+1\)
\(=161\)
\(125+57\)
\(=125+55+2\)
\(=\left(125+55\right)+2\)
\(=180+2\)
\(=182\)