Bài làm
a) 10^(n + 1) - 6 * 10^n
= 10^n + 10 - 6 * 10^n
= 10^n * ( 10 - 6 )
= 10^n * 4
b) 90 * 10^n - 10(n + 2) + 10^(n + 1)
= 90 * 10^n - 10^n * 10^2 + 10^n * 10
= 10^n * ( 90 - 10^2 + 10 )
= 10^n * ( 90 - 100 + 10 )
= 10^n * 0
= 0
Bài làm :
\(a,10^{n+1}-6.10^n\)
\(=10^n.10-6.10^n\)
\(=10^n.\left(10-6\right)\)
\(=10^n.4\)
\(b,90.10^n-10^{n+2}+10^{n+1}\)
\(=90.10^n-10^n.10^2+10^n.10\)
\(=10^n.\left(90-100+10\right)\)
\(=10^n.0\)
\(=0\)
Học tốt nhé
