Super simple question about chain rule:
so if f(x) = 10^x what is f(f(1))?
Just need confirmation.

Question

Super simple question about chain rule: 
so if f(x) = 10^x what is f(f(1))? 
Just need confirmation.

anonymous · Answer

so would it be 10^10?

anonymous · Answer

yup =)

anonymous · Answer

then it asked how many zeros would f(f(f(1))) have? 
Would it be 10^10^10 so 10*10*10?

anonymous · Answer

ok nm

anonymous · Answer

10^10^10 is not the same thing as 10*10*10

zepdrix · Answer

it'd have ..... a bunch... of zeroes :3 bunches and bunches XD

anonymous · Answer

10000000000

anonymous · Answer

ok that's how many zeros my first answer would have right?

zepdrix · Answer

10 zeroes? Yah that sounds right for the first one.

anonymous · Answer

but what about the second one?

zepdrix · Answer

So the next one would be 10^10000000000

10^10 gave us 10 zeroes, (cause that was our exponent value)
So this next one will be a 1 followed by 10000000000 zeroes.

zepdrix · Answer

because that's our new exponent value :O

anonymous · Answer

thanks!

bradely · Answer

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