it depends on what you're trying to solve for. There is enough information, it would just have to be solved in terms of the variables given.
SS69it depends on what you're trying to solve for.
If C12, C14 and U1 are non-zero constants, and you're solving for x, the answer is zero.
But not knowing what to solve for, or what the heck C12 and C14 mean (whether it's an exponent, or they're constants, or functions of x) means there isn't enough information.
Because you said this:
We know that there is not enough information given. But even if I said we're solving for x, would you know the answer? If you say yes, you'd be wrong.
(edit: For starter's there's the whole "which x?" question. I mean, are we solving for the X, or the x? Is the little x multiplication? Are they the same variable? We don't know.)
You can solve for X, you just wouldnt get a whole number, there would still be left over equation.
SS69This is assuming c12 and c14 are (c)(12) and (c)(14) and u1 is (u)(1). The equation would have to be solved in those terms. And assuming the small x is for multiplication.
Perhaps based on the font that the "1" is actually an "L"?However, if we assume that u1 means (u)(1), then why write the 1 at all? It doesn't make any sense.
Unlikely. Radioactivity follows an exponential function, not a simple derivative. Even if "X" were defined as some e^rt function, c12 and c14 would need to be switched around to even remotely resemble radioactive decay. Then there's this whole "ul" bit... If "c14 x ul" is actually a cross product, we could start dipping into the realm of quantum physicsWeird looking equation. C12 and C14 make me think it's got something to do with radioactove dating or something.
So....do you want to answer the question or you just want to keep making a fool of yourself? Let's not try to win an award here please.I bet you can't even see your feet.