3.x mũ 6 -1 =2
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1. 324 + [ 112 - ( 112 + 324 ) ]
= 324 + ( 112 - 436)
= 324 + ( - 324 )
= 0
2. ( - 59 + 71 ) - ( - 83 - 59 )
= 12 - ( - 412 )
= 424
3. - 257 - [ ( - 257 + 156 ) - 56 ]
= - 257 - ( - 101 - 56 )
= - 257 - ( - 157 )
= - 100
`324 + [ 112 - ( 112 + 324 ) ]`
`= 324 + ( 112 - 436)`
`= 324 + ( - 324 )`
`=324-324`
`=0`
________________________________
` - 257 - [ ( - 257 + 156 ) - 56 ]`
`= - 257 - ( - 101 - 56 )`
`= - 257 - ( - 157 )`
`-257 + 157`
`= - 100`
_________________________
`-329 + (15-101)-(25-440)`
`=-329 + 15 - 101 - 25 + 440`
`=(-329 - 101) + (15-25)+440`
`=-430 + (-10)+440`
`=-430 - 10+440`
`=-440 +440`
`=0`
_____________________________________
`4524-(864 - 999) - (36 + 999)`
`=4524 - 864 + 999 - 36 - 999`
`=(4524 - 864 )+(999-999)-36`
`=3660 + 9 -36`
`=3624`
(62 +72 +82+92+102) - (12 +22 +32+42+52)=
(62 -12 ) +(72 - 22 )+( 82 - 32 )+( 92 - 42 )+(102 - 52 )=
(6 -1) x(6+1)+(7 - 2 )(7+2)+( 8 - 3 )(8+3)+( 9 - 4)(9+4)+(10 - 5 )(10+5)
= 5 (7+9+11+13+15)=5x55=275
a) \(\left(\dfrac{1}{4}\right)^3.\left(\dfrac{1}{8}\right)^2=\left(\dfrac{1}{2}\right)^6.\left(\dfrac{1}{2}\right)^6=\left(\dfrac{1}{2}\right)^{12}\)
b) \(4^2.32:2^3=2^4.4.8:2^3=2^4.2^2.2^3:2^3=2^6\)
c) \(5^2.5^3.\dfrac{1}{5^4}.5^3\)\(=5^5.\dfrac{1}{5^4}.5^3=\dfrac{5^5}{5^4}.5^3=5.5^3=5^4\)
d) \(5^6.\dfrac{1}{20}.2^2.3^3:125=5^6.\dfrac{1}{5}.\dfrac{1}{4}.2^2.3^3:5^3\)\(=\dfrac{5^6}{5}.\dfrac{2^2}{4}.3^3:5^3=5^5.3^3:5^3=5^2.3^3\)
3x^6-1=2
(=) 3x^6=2+1
(=) 3x^6=3
(=) x^6=3:3
(=)x^6=1
=> x=1