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\(a,4^8.2^{20}=\left(2^2\right)^8.2^{20}=2^{16}.2^{20}=2^{16+20}=2^{36}\\ b,9^{12}.27^5.81^4=\left(3^2\right)^{12}.\left(3^3\right)^5.\left(3^4\right)^4=3^{24}.3^{15}.3^{16}=3^{24+15+16}=3^{55}\\ d,25^{20}.125^4=\left(5^2\right)^{20}.\left(5^3\right)^4=5^{40}.5^{12}=5^{40+12}=5^{52}\\ d,x^7.x^4.x^3=x^{7+4+3}=x^{14}\)
a: 4*8*2^20=2^2*2^3*2^20=2^25
b: 9^12*27^5*81^4=3^24*3^15*3^16=3^55
c: 25^20*125^4=5^40*5^12=5^52
d: =x^(7+4+3)=x^14
987=10 mu 2.9+10 mu1.8+10mu 0.7
2564= 10 mu 3. 2+ 10 mu 2.5 +10 mu 1 .6+ 10 mu 0 . 4
abcd(gach tren dau) = 10mu 3.a+ 10 mu 2 .b + 10 mu 1 .c+10 mu 0.d
xin loi ban nha, minh khong viet duoc luy thua
987=9.100+8.10+7.1 2564=2.1000+5.100+6.10+4.1 abcde=a.10000+b.1000+c.100+d.10+e.1
=9.102+8.101+7.100 =2.103+5.102+6.101+4.100n =a.104+b.103+c.102+d.101+e.100
a) \(5^6\times5^4=5^{6+4}=5^{10}\)
b)\(9^7\div9^3=9^{7-3}=9^4\)
ko ghi lại đề
\(=5^2.\left(5^3\right)^3.\left(5^4\right)^6\)
\(=5^2.5^9.5^{24}\)
\(=5^{35}\)
2^8 . 4^5 . 9^9
=2^8 . (2^2)^5 . (3^2)^9
=2^8 . 2^10 . 3^18
=2^18 . 3^18
=(3.2)^18
=6^18
\(2^8.4^5.9^9=2^8.\left(2^2\right)^5.\left(3^2\right)^9\)\(=2^8.2^{10}.3^{18}\)\(=2^{18}.3^{18}\)
2520 x 1254 = (52)20 x (53)4
= 540 x 512
= 552
25^20 . ( 25^2)^4
25^20+25^8
25^20+8
25^28