suitable

[see also: appropriate, convenient, good, correspond, relevant, fit, adapt]

By suitable translation of variables in (5), we may arrange that $k=$ ...... [Not: “By adequate translation”]

It suffices to take a suitable translate of $U$.

Having established (1), one might be tempted to try to extend this result to general $p$ through the choice of a suitable ideal $B$.

Since $Z$ is a finite set, we may continue subtracting suitable scalar multiples of the $x_i$ from $x$.



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