@nbro
take C_2 and C_3 subtract C_1 from both the means subtract column one from column two and column three then the bottom row is 1,0,0 so you know the determinate is 1 * the determinate of 2x2 matrix associated to it, but thats exactly the 2x2 matrix u wrote down...
I was thinking about Waring’s problem and Also about fractions.
So Naturally we can combine those.
Is Every positive fraction the Sum of at most 4 positive fractions squared ? How about cubes ? Etc
What is known about representations
$$ \frac{a}{b} = \sum_{i=1}^k (\frac{x_i}{y_i})^n $$
??
I am working through my books notes trying to learn on my own and came across the following theorem where the proof is left ot the reader.
Theorem: A rational number is approximated to order 1 and to no higher order.
Definition: A number $\xi $ is aporximable by rationals to order n if there ex...
$K(\xi)$ depends only on $\xi$ and $n$. Your error is that the choice you want to make for $K(\xi)$ depends on $p$ as well.
