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a,4^16
60^15
x^5050
tich cho minh
pheaeeeeeeeeeeeeeeeeeeeeeeeeeeee
a)33 . 92
= 33 . 34
=33+4
=37
b) 512.7-511.10
= 512.7 - 512.2
= 512.(7-2)
= 512.5
=513
c) x1.x2.x3...x100
= x(100+1).100:2
= x5050
Bài 1 :
a/ \(a^3.a^9=a^{3+9}=a^{12}\)
b/\(\left(a^5\right)^7=a^{5.7}=a^{35}\)
c/ \(\left(a^6\right).4.a^{12}=a^{24}.a^{12}.4=a^{24+12}.4=a^{36}.4\)
d/ \(\left(2^3\right)^5.\left(2^3\right)^3=2^{15}.2^9=2^{15+9}=2^{24}\)
e/ \(5^6:5^3+3^3.3^2\)
\(=5^3+3^5=125+243=368\)
i/ \(4.5^2-2.3^2\)
\(=2^2.5^2-2.3^2\)
\(=2^2.25-2^2.14\)
\(=2^2.\left(25-14\right)\)
\(=2^2.11\)
\(=4.11=44\)
a) 523 = 5 x 522
Do 5 x 522 < 6 x 522
=> 523 < 6 x 522
b) 216 = 213 x 23 = 213 x 8
Do 7 x 213 < 213 x 8
=> 7 x 213 < 216
c) 2115 = 315 x 715
275 x 498 = (33)5 x (72)8 = 315 x 716
Vì 315 x 715 < 315 x 716
=> 2115 < 275 x 498
Ủng hộ mk nha ^_-
a)\(5x\cdot5x\cdot5x=\left(5x\right)^3\)
b) \(x^1\cdot x^2\cdot...\cdot x^{2006}=x^{1+2+3+...+2006}=x^{2013021}\)
c)\(x\cdot x^4\cdot x^7\cdot...\cdot x^{100}=x^{1+4+7+...+100}=x^{101\cdot17}=x^{1717}\)
a) \(8^5.8^2=8^7=\left(2^3\right)^7=2^{21}\)
b) \(2^7.5^7=10^7\)
c) \(9^2.2^2=18^2\)
d) \(\left(15+5\right)^2.\left(5+5\right)=20^2.10=4000=\sqrt{4000}^2\)
a) 85 . 82 = 85+2 = 87 = (23)7 = 221
b) 27 . 57 = (2 . 5)7 = 257 = (52)7 = 514
c) 92 . 22 = (9 . 2)2 = 182
d) (15 + 5)2 . (5 + 5) = 202 . 10