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Đáp án là A
Ta có: 235 + x - (65 + x) + x = 235 + x - 65 - x + x = (235 - 65) + (x - x + x) = 170 + x
a) \(x+\left(-10\right)-\left[87+\left(-41\right)+\left(-20\right)-x\right]\)
\(=x-10-\left(87-41-20-x\right)=x-10-87+41+20+x\)
\(=\left(x-x\right)+\left(20-10\right)-\left(87-41\right)=10-46=-36\)
b) \(a+\left(250-186\right)-\left(270-186\right)=a+250-186-270+186\)
\(=a+\left(250-270\right)+\left(186-186\right)=a-20\)
c) \(b-\left(393+170\right)+\left(93+170\right)=b-393-170+93+170\)
\(=b+\left(170-170\right)-\left(393-93\right)=b-300\)
d) \(-\left(a-b+c\right)-\left(a+b+c\right)=-a+b-c-a-b-c=-2a-2c\)
a,9.3.4.25
= 27.100
= 2700
b, 12.125.54
= 3.4.125.54
= 125.4.3.54
= 500.162
= 81000
c: \(=72\cdot14+72\cdot7+72\cdot19=72\cdot40=2880\)
d: \(=1700\cdot7-1700\cdot6=1700\)
e: Số số hạng là (65-1)/4+1=17(số)
Tổng là: \(\dfrac{65+1}{2}\cdot17=33\cdot17=561\)
a, \(\left(x+1982+172\right)+\left(-1982\right)-162\)
\(=x+1982+172-1982-162=x+10\)
b, \(2x-\left[\left(x+b-c\right)-\left(x+a-2\right)\right]+\left(2b+c-3\right)\)
\(=2x-\left(x+b-c-x-a+2\right)+2b+c-3\)
\(=2x-\left(-a+b-c+2\right)+2b+c-3\)
\(=2x+a-b+c-2+2b+c-3=2x+a+b+2c-5\)
c, \(235+x-\left(65+x\right)+x=235+x-65-x+x=170+x\)
d, \(\left(a+b+1\right)-\left(a-c+1\right)-\left(b+c\right)\)
\(=a+b+1-a+c-1-b-c=0\)
e, \(a-\left(b+c-d\right)+\left(-d\right)-a=a-b-c+d-d-a=-b-c\)
f, \(\left(a+b-c-2019\right)-\left(c-b+a-2020\right)+c\)
\(=a+b-c-2019-c+b-a+2020+c=2b+1\)
\(235+x-\left(65+x\right)+x=235+x-65-x+x=170+x\)
Đáp án A