Well, the whole of the line may not have a similar looking function,
But! If you break the line into tiny sub-sections and find the functions
that may match each individual little line, you can simply add all the
integrals of the tiny lines together.
Maybe this will help :)
ha-Ha! Yes, that is the correct set of answers "Moo"!
But you can also notice that i and -i can be inter-transposed and still make sense.
Good job.
Yea, if they are all ones then it works as well, but I thought that
was too easy so I said that they shouldn't repeat.
Ah, yes, this is true; but not exactly as complicated as it truly is.
I say this, and I should have said this before, because none of these values equal zero.
And! No values "repeat" themselves, exactly.
Try again
This is a riddle that has proven to be a stumper.
At least, the people I have asked...
The task is to unravel the meaning of the variables to find numerical answers.
Can you do it?
Solve for "s", "t", "r", and "u:" *Edit* When Zero is not a solution. *Edit*
s * s & = & & s \\...
The derivative is simply this:
\begin{flalign*}
y & = & & x^2 - x - 2 \\
\frac{dy}{dx} & = & & 2x^1 - 1x^0 - 0 \\
& = & & 2x - 1 \\
\end{flalign*}
The derivative of any constant is 0. This is an important concept.