193 x 125 =
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Bai 1:
a) (x - 6)2 = 9
(x - 6)2 = 32
=> x - 6 = 3
x = 3 + 6
x = 8
Vay x = 8
b) (2x - 130) : 4 + 213 = 52 + 193
(2x - 130) : 4 + 213 = 25 + 193
(2x - 130) : 4 + 213 = 218
(2x - 130) : 4 = 218 - 213
(2x - 130) : 4 = 5
(2x - 130) = 5 . 4
(2x - 130) = 20
2x = 20 + 130
2x = 150
x = 150 : 2
x = 75
Vay x = 75
c) | 3x - 15| = 0
=> 3x - 15 = 0
3x = 0 + 15
3x = 15
x = 15 : 3
x = 5
Vay x = 5
Bai 2:
a) (17 - 229) + ( 17 - 25 + 229)
= 17 - 229 + 17 - 25 + 229
= 17 + (-229) + 17 + (-25) + 229
= [ 229 + (-229) ] + [17 + 17 + (-25) ]
= 0 + 9
= 9
b) - (269 - 357) + (269 - 357)
= - 269 + 357 + 269 - 357
= - 269 + 357 + 269 + (-357)
= [ 269 + (-269) ] + [ 357 + (-357) ]
= 0 + 0
= 0
c) (125 - 679 + 145) - (125 - 679)
= 125 - 679 + 145 - 125 + 679
= 125 + (- 679) +145 + (-125) + 679
= [ 679 + (-679) ] + [ 125 + (-125) ] + 145
= 0 + 0 + 145
= 145
\(x-153-48+193=2x+193-12-153\)
\(x-48=2x-12\)
\(x=-36\)
\(a/(-8978)-\left(2007-8978\right)+\left(-193\right)\)
\(=\left(-8978\right)-\left(-6971\right)+\left(-193\right)\)
\(=\left(-8978\right)+6971+\left(-193\right)\)
\(=-2007+\left(-193\right)\)
\(=-2200\)
\(b/187+\left[923-\left(923+887\right)\right]\)
\(=187+\left[923-1810\right]\)
\(=187+\left(-887\right)\)
\(=-700\)
\(c/39.178+30^2-78.39\)
\(=39.\left(178-78\right)+900\)
\(=39.100+900\)
\(=3900+900\)
\(=4800\)
\(d/3.4^2:\left[500-\left(7.35+125\right)\right]\)
\(=3.16:\left[500-\left(245+125\right)\right]\)
\(=48:\left(500-370\right)\)
\(=48:130\)
\(=\frac{24}{35}\)
(x+153) - (-145)=-8
x+153 =(-8)+(-145)
x+153 = -153
x =(-153)+153
x =0
( X-153 )- [48+ (-193)] = -8
X-153- (-145) = -8
X - 298 = - 8
X = -8+ 298
X = 290
24125
24125