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1 a/ B = 2016 . 2016 - 2014 . 2018
=\(2016^2-\left(2016-2\right).\left(2016+2\right)\)
= \(2016^2-2016.\left(-2+2\right)\\\)
=\(2016^2-2016.0 \)
= \(2016^2\)
1: Tính
a) B = 2016 x 2016 - 2014 x 2018
= (2016 x 2016) - (2014 x 2018)
= 4064256 - 4064252
= 4
b) 327 x 412 + 400 / 328 x 412 -12
= (327 x 412 + 400) / ( 328 x 412 - 12)
= 135124 / 135124
= 1
c) ( 1234 x 567 - 667 ) : ( 567 + 1234 x 5)
= (1234 x 567 - 667) : (567 + 1234 x 566)
= [1234 x 566 + (1234 - 667)] / (1234 x 566 + 567)
= (1234 x 566 + 567) / (1234 x 566 + 567)
= 1
để thiếu bạn ơi
=1234.(566+1)-677/567+1234.566
=1234.566+1234-667/567+1234.566
=1234.566+567/567+1234.566
=1
\(\frac{1234.567-667}{1234.566+567}=\frac{1234.\left(566+1\right)-667}{1234.566+567}=\frac{1234.566+1234-667}{1234.566+567}\) =\(\frac{1234.566+567}{1234.566+567}=1\)
\(\frac{1234\times567-667}{567}+1234+566\)
\(=\frac{1234\times567-567-100}{567}+1234+566\)
\(=\frac{1234\times567}{567}-\frac{567}{567}-\frac{100}{567}+1234+566\)
\(=1234-1-\frac{100}{567}+1234+566\)
\(=1234\times2+564+\left(1-\frac{100}{567}\right)\)
\(=3032+\frac{467}{567}=3032\frac{467}{567}\)
a) 271 × 275 = 271 × (273 + 2) = 271 × 273 + 271 × 2
273 × 273 = (271 + 2) × 273 = 271 × 273 + 2 × 273
Vì 271 × 2 < 2 × 273
=> 271 × 275 < 273 × 273
b) 569 × 564 = (567 + 2) × 564 = 567 × 564 + 2 × 564
567 × 566 = 567 × (564 + 2) = 567 × 564 + 567 × 2
Vì 2 × 564 < 567 × 2
=> 569 × 564 < 567 × 566
a) 271 × 275 = 271 × (273 + 2) = 271 × 273 + 271 × 2
273 × 273 = (271 + 2) × 273 = 271 × 273 + 2 × 273
Vì 271 × 2 < 2 × 273
=> 271 × 275 < 273 × 273
b) 569 × 564 = (567 + 2) × 564 = 567 × 564 + 2 × 564
567 × 566 = 567 × (564 + 2) = 567 × 564 + 567 × 2
Vì 2 × 564 < 567 × 2
=> 569 × 564 < 567 × 566
a] -567 + 113 - 113567 - 2011
= -454 - 113567 - 2011
= -114021 - 2011= -116032
B] -137 x [52 + 47+1]
= -137 x 100
= -13700
C] 15 x [16 - 222] - 16 x [222 + 15]
= 15 x [-206] - 16 x 237
= -3090 - 3792
= -6882
a.\(\frac{327.412+400}{328.412-12}=\frac{327.412+400}{\left(327+1\right).412-12}=\frac{327.412+400}{327.412+412-12}=\frac{327.412+400}{327.412+400}=1\)
b.\(\frac{1234.567-667}{1234.566+567}=\frac{1234.\left(566+1\right)-667}{1234.566+567}=\frac{1234.566+1234-667}{1234.566+567}=\frac{1234.566+567}{1234.566+567}=1\)