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a)(-45).312-312-54.312
=312.[(-45)-1-54]
=312.(-100)
=-31200
b)217.(-46)-217.15-217.40+27
=217.[(-46)-15-40]+27
=217.(-101)+27
=217.[(-100)+(-1)]+27
=-21700+(-217)+27
=-21700+(-190)
=-21890
-43.15+43.48-48.43+48.15
=(-43.15+48.15)-(43.48-48.43)
=5.15-0=75
43.92 - 46.27 + 46.41
= 43.46.2 - 46.27 + 46.41
= 43.2.46 - 46.27 + 46.41
= 46.(43.2 - 27 + 41)
= 46.(86 - 27 + 41)
= 46.(59 + 41)
= 46.100
= 4600
-43 . 92 - 46 . 27 + 46 . 41
= -3956 - 1242 + 1886
= -5198 + 1886
= -3312
g: \(=-457+237+23-123=-220-100=-320\)
h: \(=\left(1-3\right)+\left(5-7\right)+...+\left(41-43\right)+\left(45-47\right)\)
\(=\left(-2\right)+\left(-2\right)+...+\left(-2\right)+\left(-2\right)\)
\(=-2\cdot12=-24\)
i: \(=173+27-46-54-19=200-100-19=100-19=81\)
k: \(=-52+82+49-15+13-36\)
\(=30+34-23\)
=30+11
=41
l: \(=\left(3-5\right)+\left(7-9\right)+\left(11-13\right)+\left(15-17\right)\)
\(=\left(-2\right)+\left(-2\right)+\left(-2\right)+\left(-2\right)\)
=-8
m: \(=\left(1-2\right)+\left(3-4\right)+...+\left(2001-2002\right)+2003\)
\(=2003-1-1-...-1\)
\(=2003-1001=1002\)
n:Số số hạng là:
\(\left[\left(-51\right)-\left(-99\right)\right]:1+1=49\left(số\right)\)
Tổng là \(\left(-51-99\right)\cdot\dfrac{49}{2}=-3675\)
o: \(=-62-38+1523-2523-92\)
\(=-100+1000-92=900-92=808\)
\(=27\left(43+93\cdot2\right)-43\cdot81\)
\(=27\cdot229-43\cdot81\)
=2700
a, Ta có : \(\left(-2017\right).56-43.2017-2017\)
= \(\left(-2017\right)\left(56+43+1\right)\)
= \(\left(-2017\right)100=-201700\)
b, Ta có : \(\left(-2468-2468-2468-2468\right)\left(-25\right)\)
= \(2468\left(-4\right)\left(-25\right)\)
= \(2468.100=246800\)
c, Ta có : \(43\left(-27\right)+27.\left(-57\right)-200\)
= \(\left(-27\right)\left(43+57\right)-200\)
= \(\left(-27\right)100-200\)
= \(-2900\)
d, Ta có : \(63\left(137-154\right)-63\left(137-54\right)\)
= \(63\left(137-54-100\right)-63\left(137-54\right)\)
= \(63\left(137-54\right)-6300-63\left(137-54\right)\)
= \(-6300\)
- 43. 54 – 46. 27 + 27.32
= -43 . 27. 2 - 46 . 27 + 27 . 32
= 27(-86 - 46 + 32)
= 27 . 100
= 2700