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- Giải:
a) 29 + ( 132 + 868 ) + ( 237 + 763 )
= 29 + ( 1000 + 1000 )
= 29 + 2000 = 2029
b) 652 + 327 + 148 + 15 + 73
= ( 652 + 148 ) + ( 327 + 73 ) + 15
= ( 800 + 400 ) + 15 = 1215
-------Phần còn lại nhờ mấy bn khác lm hộ nhé-------
a) 29 + 132 + 237 + 868 + 763
= 29 + (132 + 868) + (237 + 763)
= 29 + 1000 + 1000
= 2029
b) 652 + 327 + 148 + 15 + 73
= (652 + 148) + (327 + 73) + 15
= 800 + 400 + 15
= 1215
c) 35 . 24 + 35 . 38 + 65 . 75 + 45 . 65
= 35(24 + 38) + 65(75 + 45)
= 35 . 62 + 65 . 120
= 5 . 7 . 2 . 31 + 65 . 12 . 10
= 10 . 7 . 31 + 65 . 12 .10
= 10(7 . 31 + 65 . 12)
= 10(217 + 780)
= 10 . 997
= 9970
d) 3 . 25 + 4 . 37 . 6 + 2 . 38 . 12
= 3 . 25 + 4 . 37 . 2 . 3 + 2 . 38 . 12
= 3 . 25 + 12 . 37 . 2 + 2 . 38 . 12
= 3 . 25 + 12 . 2(37 + 38)
= 3 . 25 + 12 . 2 . 75
= 3 . 25 + 12 . 2 . 3 . 25
= 3 . 25(1 + 12 . 2)
= 3 . 25 . 25
= 1875
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\(35\cdot34+35\cdot86+65\cdot75+65\cdot45\)
\(=35\left(34+86\right)+65\left(75+45\right)\)
\(=35\cdot120+65\cdot120\)
\(=120\left(35+65\right)\)
\(=120\cdot100\)
\(=12000\)
35.34+35.86+65.75+65.45=1190+3010+4875+2925
=4200+7800
=12000
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A= 31 x35 = 31x (33+2)= 31x33+31x2
B = 33 x 33 = 33 x (31 + 2) = 33 x 31 + 33 x 2
Tao thay 31 x 33 + 31 x2 < 33x31 + 33 x 2
Suy ra A<B
tick cho anh cai nao
A = 33*33 = (31+2)*33 = 33*31 + 2*33 (1)
B = 31*35 = 31*(33+2) = 33*31 + 2*31 (2)
2*33 > 2*31 --> (1) > (2) hay A > B
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35 + 72 + 35 = 142
35 + 35 x 2 + 2 + 35 = 142
35 x ( 1 + 2 + 1 ) + 2 = 142
35 x 4 + 2 = 142
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8 . ( -35 ) + ( -35 ) . 2
= ( -35 ) . ( 8 + 2 )
= ( - 35 ) . 10
= -350
zz chúc học giỏi zzz
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A=(212.14.125):(355.6)
A=(441.14.125):(355.6)
A=771750:(355.6)
A=\(\frac{3}{1225}\)
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\(\frac{35}{41}.\frac{-25}{21}.\frac{-82}{15}=\frac{50}{9}\)
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$\frac{1}{15}\cdot \frac{1}{35}\cdot \frac{1}{63}\cdot \frac{1}{99}\cdot \frac{1}{143}=\frac{1\cdot 1\cdot 1\cdot 1\cdot 1}{15\cdot 35\cdot 63\cdot 99\cdot 143}=\frac{1}{469242775}$
Theo lời của bạn, ta có biểu thức như sau:
132(35+35)(-31-35)
=132.70.(-66)
=-609840
Ta có: \(132\cdot35+35\cdot\left(-31\right)-35\)
\(=132\cdot35-35\cdot31-35\)
\(=35\left(132-31-1\right)\)
\(=35\cdot100=3500\)