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\(\Leftrightarrow100-\left(60-7^2\right)\times9\)\(\Leftrightarrow100-11\times9\)
\(\Leftrightarrow100-99=1\)
100 - [ 60 - ( 9 - 2 )2] . 32
= 100 - ( 60 - 72) . 9
= 100 - ( 60 - 49 ) . 9
= 100 - 11 . 9
= 100 - 99
= 1
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A = 100 - [ 60 - ( 9 - 2 )2 ] . 33 . 70
A = 100 - [ 60 - 72 ] . 27 . 1
A = 100 - [ 60 - 49 ] . 27
A = 100 - 11 . 27
A = 100 - 297
A = -197
A= 100-[60-(9-2)2].33.70
A=100-[60-(7)2].27.1
A=100-[60-49].27
A=100-11.27
A=100-297
A=-197
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a)
\(5^6:5^4+3^2-2021^0=5^2+3^2-1=25+9-1=33\)
b)
\(100-\left[60-\left(9-2^3\right).34\right].2=100-\left[60-\left(9-8\right).34\right].2\)
\(=100-\left(60-1.34\right).2=100-\left(60-34\right).2=100-26.2=100-52=48\)
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\(M=\frac{2.6.10+4.12.20+...+20.60.100}{1.2.3+2.4.6+...+10.20.30}=\frac{2.6.10.1^3+2.6.10.2^3+...+2.6.10.10^3}{1.2.3.1^3+1.2.3.2^3+...+1.2.3.10^3}\)
\(=\frac{2.6.10.\left(1^3+2^3+...+10^3\right)}{1.2.3.\left(1^3+2^3+...+10^3\right)}=\frac{2.6.10}{1.2.3}=20\)
vậy M=20
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A = 1 + 3 + 5 + ... + 101
A = ( 101 + 1) x 51 : 2
A = 2061
B = 1 + 4 + 7 + 10 + ...+ 100
B = ( 1 + 100) x 34 :2
B = 1717
`= 100 - [60-(9-2)^2].3^2`
`= 100 - [60 - 49].9`
`= 100 - 11.9`
`= 100 -99`
`= 1`