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a) 53.(-15)+(-15).47
=53.[(-15)+(-15)].47
=53.(-30).47
=-1590.47
=-74730
a,
53.(-15) + (-15).47
= (-15).(53 + 47)
= -15.100
= -1500
b,
-43.92 - 46.27 + 46.41
= -43.92 - 46.(27 - 41)
= -86.46 - 46.(-14)
= 46.(-86 -14)
= 46.(-100)
= -4600
c,
-72(15 - 49) + 15(-56 + 72)
= -72.15 + 72.49 - 56.15 + 72.15
= 56(63 - 15)
= 2688
d,
(-24).17.(-3)0.(-5)6.(-12n)
= (-24).17.(-56)
= 4250000
\(a,5^2.36+25.4\)
\(=25.36+25.4\)
\(=25.\left(36+4\right)\)
\(=25.40\)
\(=1000\)
\(b,7^9.7^7:7^{15}-7^0\)
\(=7^{16}:7^{15}-1\)
\(=7-1\)
\(=6\)
a) 52.36 + 25 .4
= 25.36 + 25 .4
=25 . ( 36 + 4 )
=25 . 40
=25.4.10
=100.10
=1000
a)2^3.17-14+2^3.3^2
=8.17-14+8.9
=136-14+72
=194
b)102-272+|-15|-23
=-170+15-23
=-178
c)95:93 -32.3
=92-3
=78
a) 23 . 17 - 14 + 23 . 32
= 23 . ( 17 + 32 ) - 14
= 8 . ( 17 + 9 ) - 14
= 8 . 26 - 14
= 208 - 14
= 194
b) 102 - 272 + |-15| + (-23)
= 102 - 272 + 15 - 23
= - 170 + 15 - 23
= - 155 - 23
= - 178
c) 95 : 93 - 32 . 3
= 92 - 33
= 81 - 27
= 54
a ) số đối : -9 = 9 ; 17 = 17
b ) 63 = 216 ; 70 = 1
Bài 2 :
a) 42
b) 30
c) 3800
Bài 3 :
a) x = -31
b) x = 2
c) x = { -2 ;-1 ; 0 ;1;2;3;4 }
1/a.9;-17.
b.216;1
2/a.42;b.30;c.3800
3/a.x=-31;b.x=2;c.x=-2;-1;0;1;2;3;4.
3.25.8+4.37.6+2.38.12
= ( 3 . 8 ) . 25 + ( 4 . 6 ) . 37 + ( 2 . 12 ) . 38
= 24 . 25 + 24 . 37 + 24 . 38
= 24 ( 25 + 37 + 38 )
= 24 . 100
= 2400
231-( x - 6 ) = 1339 : 13
231 - ( x - 6 ) = 103
x - 6 = 231 - 103
x - 6 = 128
x = 128 + 6
x = 134
Vậy x = 134
2436.( 5x + 103 ) = 12
5x + 103 = 2436 : 12
5x + 103 = 203
5x = 203 - 103
5x = 100
x = 100 : 5
x = 20
Vậy x = 20
Giả sử 25 < 3n < 205
=> 33\(\le\)3n \(\le\)35
Do đó n = 4
Vậy n = 4
hok tốt
\(a,67\times153-53\times67+712:8\)
\(=67\times\left(153-53\right)+\left(712:8\right)\)
\(=67\times100+89\)
\(=6700+89\)
\(=6789\)
\(b,168-\left\{5\times\left[143-\left(15-12\right)^2\right]+10\right\}:10\)
\(=168-\left\{5\times\left[143-3^2\right]+10\right\}:10\)
\(=168-\left\{5\times134+10\right\}:10\)
\(=168-\left\{670+10\right\}:10\)
\(=168-680:10\)
\(=168-68\)
\(=100\)
\(c,\left(-13\right)+84+\left(-87\right)+16\)
\(=13+84-87+16\)
\(=\left(13+87\right)-\left(84+16\right)\)
\(=100-100\)
\(=0\)
\(d,9-\left(12-15\right)\)
\(=9-\left(-3\right)\)
\(=12\)
a) \(53.\left(-15\right)+\left(-15\right).47=\left(-15\right).\left(53+47\right)=\left(-15\right).100=-1500\)
b) \(\left(-43\right).92-46.27+46.41=\left(-86\right).46-46.27+46.41\)
\(=46\left[\left(-86\right)-27+41\right]=46.\left(-72\right)=-3312\)
c) \(\left(-72\right)\left(15-49\right)+15\left(-56+72\right)=\left(-72\right).15-72.49+15.\left(-56\right)+15.72\)
\(=\left[\left(-72\right).15+15.72\right]-72.49-15.56=0-3528-840=4368\)
d) \(\left(-2^4\right).17.\left(-3\right)^0.\left(-5\right)^6\left(-1^{2n}\right)=16.17.1.12625.\left(-1^{2n}\right)\)
a,\(53.\left(-15\right)+\left(-15\right).47\)
\(=-15.\left(53+47\right)=-15.100=-1500\)
\(b,-43.92-46.27+46.41\)
\(=-43.92-\left[46.\left(27-41\right)\right]=-43.92-\left[46.\left(-14\right)\right]\)
\(=-3956+644=-3312\)
\(c,-72\left(15-49\right)+15\left(-56+72\right)\)
\(=-15.72+49.72+15.\left(-56\right)+15.72\)
\(=72.\left(-15+49+15\right)-15.56=3528-840=2688\)