Question

2log2^3 = log2^6
true of false?

Answer 1

Without proper parentheses, it is not clear what the expressions are.
I'll give it a try.
2log(2^3)=log((2^3)^2)=log(2^6)

Answer 2

use the properties\[a\log x=\log(x^a)\]and\[\large(x^a)^b=x^{ab}\](I'm interpreting the problem in the same way as mathmate: \(2\log(2^3)=\log(2^6)\) )

Answer 3

so it is true

Answer 4

are you asking or telling?

Answer 5

when I looked at it is true

Answer 6

dies this look equal http://www3.wolframalpha.com/Calculate/MSP/MSP97061a2d49bea22fe7930000585fffcg1gfb5901?MSPStoreType=image/gif&s=12&w=131&h=44

Answer 7

yes