3x=32.27
-32.74-32.27+32
(-32).74-32.27+32
=32.(-74)-32.27+32
=32.[(-74)-27+1]
=32.(-100)
=-3200
\(-32\cdot74-32\cdot27+32\)
\(=32\left(-74-27+1\right)\)
\(=32\cdot\left(-100\right)\)
=-3200
(-32).74-32.27+32
= 32.(-74)-32.27+32
= 32.[(-74)-27+1]
= 32.(-100)
= -3200
Tính nhanh: 32.27 + 47.73 + 27.15.
32.27 + 47.73 + 27.15
= (32.27+27.15)+47.73
=27.(32+15)+47.73
= 27.47 + 47.73
= 47.(27+73)
= 47. 100
=4700
Tinh nhanh 32.27+154.69+73.32-69.54
32.27+154.69+73.32-69.54
= 32.27+73.32+154.69-69.54
= 32.(27+73)+(154-54).69
= 32.100 + 100.69
= (32+69).100
= 101.100
= 10100
32.27+154.69+73.32-69.54
=(32.27+73.32)+(69.154-69.54)
=32.100+69.100
=3200+6900
=10100
Tinh nhanh: 2.21.18+12.9+76.36
32.27+154.69+73.32-69.54
\(2.21.18+12.9+76.36\)
\(=36.21+36.3+76.36\)
\(=36.\left(21+3+76\right)\)
\(=36.100=3600\)
b) \(32.27+154.69+73.32-69.54\)
\(=32.\left(27+73\right)+69.\left(154-54\right)\)
\(=32.100+69.100\)
\(=100.\left(32+69\right)\)
\(=100.101=10100\)
Bài 2. Tính hợp lí:
a) 35+(4. 3
2
– 2
3
.3)
b) 32.27 + 68.144 + 73.32 - 68.44
c) 12.48 + 6.8.21+ 16.37.3 +16.10.9
d) (2
9
.1616– 2
11 .404). (13+33+53+...+993
)
Bài 3. Tìm x là số tự nhiên, biết:
a) 360:[28- (3x+1)]= 40
b) (2x+1)2 =81
c) 4. 2
x-1 = 3
3 + 5. 20210
d) 2x+( x + 1) + ( x + 3) +(x+5)+ . . . + ( x + 99) = 2812
a.(3x-1)3 - (3x+1)3
b.(1+3x)3 - (1-3x)3
c.(1+3x)3 - (1-3x).(1+3x)-(1-3x)3
`a, (3x-1)^3-(3x+1)^3`
`= (3x-1-3x-1)(9x^2-6x+1+9x^2-1+9x^2+6x+1`
`= (-2)(27x^2 +1)`
`= -54x^2-2`.
`b, (1+3x)^3 - (1-3x)^3`
`= 1+ 9x + 27x^2 + 27x^3 - 1 + 9x - 27x^2 + 27x^3`
`= 54x^3 + 18x`.
`c, = 54x^3 + 18x -1 +9x^2`.
a: =27x^3-27x^2+9x-1-27x^3-27x^2-9x-1
=-54x^2-2
b: =27x^3+27x^2+9x+1-27x^3+27x^2-9x+1
=54x^2+2
c: =54x^2+2+(3x-1)(3x+1)
=54x^2+2+9x^2-1
=63x^2+1
kết quả của phép nhân 3x(x^2+2x-1) là:
A.3x^3+5x^2-3x
B.3x^2+6x^3-3x
C.3x^3-3x^2+6x
D.3x^3+6x^2-3x
3x^2(x^3-3x^2+1)
=3x^2.x^3+3x^2.(-3x^)+3x^2.1
=3x^5-9x^4+3x^2
mấy bạn ơi sao ra 3x^5-9x^4 vậy chỉ mk với mình cần gấp ạ
5-3x/2 + 5-3x/3 + 5-3x/4 = 5-3x/5 - 5-3x/6 + 1
3x+3x+2+3x+2=1080-3x+3
Em kiểm tra lại đề bài, \(3^x+3^{x+2}+3^{x+2}\) hay \(3^x+3^{x+1}+3^{x+2}\)