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a) A = 5.125 .625 = 5.53. 54 = 58
b) B = 10.100.1000 = 10.102.103 = 106
c) C = 84.165.32 = 212.220.25 = 237
d) 274.8110 = 312.340 = 352
a) A = 5.125 .625 = 5.53. 54 = 58
b) B = 10.100.1000 = 10.102.103 = 106
c) C = 84.165.32 = 212.220.25 = 237
d) 274.8110 = 312.340 = 352
Chúc bn học tốt!
a) 82.324 = (23)2.(25)4 = 26 . 220 = 226
b) 273.94.243 = (33)3.(32)4.35 = 39.38.35 = 322
c)5.125.625 = 5.53.54 = 58
d)10.100.1000 = 10.102.103 = 106
e)84.165.32=(23)4.(24)5.25 = 212.220.25 = 237
f)274.8110=(33)4.(34)10=312.340=352
a) 82.324 = (23)2.(25)4 = 26 . 220 = 226
b) 273.94.243 = (33)3.(32)4.35 = 39.38.35 = 322
c)5.125.625 = 5.53.54 = 58
d)10.100.1000 = 10.102.103 = 106
e)84.165.32=(23)4.(24)5.25 = 212.220.25 = 237
f)274.8110=(33)4.(34)10=312.340=352
\(4.16^5.32=2^2.2^{20}.2^5=2^{27}\)
\(72^4.81^{10}=2^{12}.3^8.3^{40}=2^{12}.3^{48}=2^{12}.\left(3^4\right)^{12}=2^{12}.81^{12}=243^{12}\)
a. \(5^{10}.125^2.625^3=5^{10}.\left(5^3\right)^2.\left(5^4\right)^3=5^{10}.5^6.5^{12}=5^{10+6+12}=5^{28}\)
a: \(=5^{10}\cdot5^6\cdot5^{12}=5^{28}\)
b: \(=10^3\cdot10^8\cdot10^{15}=10^{26}\)
c: \(=2^{20}\cdot2^{20}=2^{40}\)
d: \(=2^{16}\cdot2^{16}\cdot3^8=2^{32}\cdot3^8\)
e: \(=\dfrac{3^{24}}{3^8}=3^{16}\)
f: \(=2^{12}\cdot2^{20}\cdot2^5=2^{37}\)
A
\(5^1.5^3.5^4\)=\(5^{1+3+4}=5^8\)
B
\(10^1.10^2.10^3=10^{1+2+3}=10^6\)
C
\(8^4.16^5.32^1\)
d
\(27^4.81^{10}\)
\(A=8^4.16^5.32=\left(2^3\right)^4.\left(2^4\right)^5.2^5\)\(=2^{12}.2^{20}.2^5=2^{12+20+5}=2^{37}\)
Vậy \(A=2^{37}\)
\(B=27^4.81^{10}=\left(3^3\right)^4.\left(3^4\right)^{10}=3^{12}.3^{40}=3^{12+40}=3^{52}\)
Vậy \(B=3^{52}\)
1 phút trước (17:06)
Viết các tích sau dưới dạng lũy thừa:
a. \(8^4.16^5.32=2^{12}.2^{20}.2^5=2^{37}\)
b.\(27^4.81^{10}=3^{12}.3^{40}=3^{52}\)
a) 84 . 165 . 32
= (23)4 . (24)5 . 25
= 212 . 220 . 25
= 237
b) 274 . 8110
= (33)4 . (34)10
= 312 . 340
= 352
84.165=232
540.1252.253=552
274.8110=352
103.1005.10004=1025
Chúc hk tốt!!!
+) \(8^4\times16^5=\left(2^3\right)^4\times\left(2^4\right)^5=2^{12}\times2^{20}=2^{12+20}=2^{32}\)
+) \(5^{40}\times125^2\times25^3=5^{40}\times\left(5^3\right)^2\times\left(5^2\right)^3=5^{40}\times5^6\times5^6=5^{40+6+6}=5^{52}\)
+) \(27^4\times81^{10}=\left(3^3\right)^4\times\left(3^4\right)^{10}=3^{12}\times3^{40}=3^{12+40}=3^{52}\)
+) \(10^3\times100^5\times1000^4=10^3\times\left(10^2\right)^5\times\left(10^3\right)^4=10^3\times10^{10}\times10^{12}=10^{3+10+12}=10^{25}\)
_Chúc bạn học tốt_
a)8^4 . 16^5 = 2^12 . 2^20 = 2^32
232
Số nó sao ây
558