Is there a name for solving something like this?
$(a+b)s^3 + cs^2+(d+a)s+b=5s^3+4s^2+s+5$
by then setting
$a+b = 5$
$c=4$
$d+a=1$
$b=5$,
$\therefore a= 0, d=1$
Is there a name for solving something like this?
$(a+b)s^3 + cs^2+(d+a)s+b=5s^3+4s^2+s+5$
by then setting
$a+b = 5$
$c=4$
$d+a=1$
$b=5$,
$\therefore a= 0, d=1$
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