# [SOLVED] Is there a solution to this problem?

• Nov 10th 2006, 02:30 AM
PatrikGune
[SOLVED] Is there a solution to this problem?
Hi
I'm sure if there is a solution to this problem or if someone is messing with me.
Would appriciate any help I can get to solve the problem (if it is possibe) or just to get the d-mn thing of my mind...
:)

/Patrik

Y=x4 + √(27/99) – (-log(0,41))

(9 + x)2 = 0
• Nov 10th 2006, 04:00 AM
CaptainBlack
Quote:

Originally Posted by PatrikGune
Hi
I'm sure if there is a solution to this problem or if someone is messing with me.
Would appriciate any help I can get to solve the problem (if it is possibe) or just to get the d-mn thing of my mind...
:)

/Patrik

Y=x4 + √(27/99) – (-log(0,41))

(9 + x)2 = 0

Do you mean:

$\displaystyle y=x^4 +\sqrt{27/99} - (- \log(0.41))$
$\displaystyle (9+x)^2=0$

If so the second equation implies that $\displaystyle x=-9$, then:

$\displaystyle y=(-9)^4 +\sqrt{27/99} - (- \log(0.41))=(-9)^4 +\sqrt{27/99} + \log(0.41)\approx 6561.1$

This is assuming that $\displaystyle \log$ is in fact $\displaystyle \log_{10}$

RonL