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\(3x\left[8^2-2\left(2^5-1\right)\right]=2022\\ \Rightarrow3x\left[64-2\left(32-1\right)\right]=2022\\ \Rightarrow3x\left(64-2\cdot31\right)=2022\\ \Rightarrow3x\left(64-62\right)=2022\\ \Rightarrow3x\cdot2=2022\\ \Rightarrow3x=2022:2\\ \Rightarrow3x=1011\\ \Rightarrow x=\dfrac{1011}{3}=337\)
3x[8² - 2(2⁵ - 1)] = 2022
3x(64 - 2.31) = 2022
3x.1 = 2022
3x = 2022
x = 2022 : 3
x = 674
a)
\(\begin{array}{l}\left( {13x{\rm{ }}-{\rm{ }}{{12}^2}} \right):{\rm{ }}5{\rm{ }} = {\rm{ }}5\\13x{\rm{ }}-{\rm{ }}{12^2} = 5.5\\13x{\rm{ }}-{\rm{ }}144 = 25\\13x = 25 + 144\\13x = 169\\x = 13\end{array}\)
Vậy \(x = 13\)
b)
\(\begin{array}{l}3x\left[ {{8^2} - 2.\left( {{2^5} - {\rm{ }}1} \right)} \right]{\rm{ }} = {\rm{ }}2022\\3x\left[ {64 - 2.\left( {32 - {\rm{ }}1} \right)} \right]{\rm{ }} = {\rm{ }}2022\\3x\left[ {64 - 2.31} \right]{\rm{ }} = {\rm{ }}2022\\3x\left( {64 - 62} \right){\rm{ }} = {\rm{ }}2022\\3x.2 = 2022\\6x = 2022\\x = 337\end{array}\)
Vậy \(x = 337.\)
\(500-\left\{25:\left[15+2.\left(10-20\right)\right]+2030^0\right\}\)
\(=500-\left\{25:\left[15+\left(-20\right)\right]+1\right\}\)
\(=500-\left\{25:\left(-5\right)+1\right\}\)
\(=500-\left(-4\right)\)
\(=504\)
\(2022-\left(-5+2022\right)\)
\(=2022+55-2022\)
\(=\left(2022-2022\right)+55=55\)
28/25 - 17/19 - 3/25 + 2022/2023 - 2/19
= 28/25 - 3/25 - 17/19 + 2/19 - 2022/2023
= 1 - 1 - 2022/2023
= -2022/2023
(9x - 2³) : 5=2
3x . [ 8² -2 .( 2⁵-1)]=2022
[ 3⁴ - ( 8² +14) :13] . x=5²+10²
2²: ( 6x - 3²) - 3 = 33
(9\(x\) - 23) : 5 = 2
9\(x\) - 8 = 2 x 5
9\(x\) - 8 = 10
9\(x\) = 18
\(x\) = 2
3\(x\) .(82 - 2.(25 - 1)] = 2022
3\(x\) .(64 - 2.31) = 2022
3\(x\).(64 - 62) = 2022
3\(x\).2 = 2022
\(x\) = 2022 : 2
\(x\) = 1011
3x(8^2-2(2^5-1))=2022
=>3x(64-2*31)=2022
=>3x=1011
=>x=337
3x[8² - 2(2⁵ - 1)] = 2022
3x[64 - 2(32 - 1)] = 2022
3x(64 - 2.31) = 2022
3x(64 - 62) = 2022
3x.2 = 2022
6x = 2022
x = 2022 : 6
x = 337
1, 69. (-74) - 31 . 74
= (-69) . 74 - 31 . 74
= 74(-69 - 31)
= 74(-100)
= -7400
2, (-2020) . 35 - 2020 . 65
= 2020 . (-35) - 2020 . 65
= 2020(-35 - 65)
= 2020(-100)
= -202000
3, -23 . 59 - 159 . 23
= 23 . (-59) - 159 . 23
= 23(-59 - 159)
= 23 . (-218)
= -5014
4, -147 . 47 + (-47)(-47) - 300
= -147 . 47 + 47 . 47 - 300
= 47(-147 + 47) - 300
= 47 . (-100) - 300
= -4700 - 300
= -5000
5, (-72) . 30 - 31 . (-30) + 3 + 30
= (-72) . 30 + 31 . 30 + 3 + 30
= 30(-72 + 31 + 1) + 3
= 30 . (-40) + 3
= -1200 + 3
= -1197
6, (-82)(-55) + (-82) + (-46)(-82)
= (-82)(-55 + 1 - 46)
= (-82)(-100)
= 8200
7, (-41) . 135 + 135 . (-24) - 35 . (-65)
= 135(-41 - 24) - 35(-65)
= 135(-65) - 35(-65)
= (-65)(135 - 35)
= -65(100)
= -6500
10, 125 . (-88)
= 1000 . \(\frac{1}{8}\) . (-88)
= 1000 . (-11)
= -11000
Câu 8 với 9 mình ko hiểu nên ko giúp bn được
Chúc bạn học tốt!
`2x-15=-25`
`2x=-10`
`x=-5`
___________
`3/5<x/10<4/5`
`3/5=(3xx10)/(5xx10)=30/50`
`x/10=(5x)/(10xx5)=(5x)/50`
`4/5=(4xx10)/(5xx10)=40/50`
`=>30/50<(5x)/50<40/50`
`=>30<5x<40`
`=>x=7`
\(3x\left[8^2-2.\left(2^5-1\right)\right]=2022\)
\(3x\left[8^2-2.31\right]=2022\)
\(3x.\left[64-62\right]=2022\)
\(3x.2=2022\)
\(3x=2022\div2\)
\(3x=1011\)
\(x=337\)
Vậy \(x=337\)