The two quadratic equations which I have are
$x^2 - 1970x + 10a =0 $ and
$87x^2 - 3600x + 10b = 0$
I need to eliminate x from these equations such that I get a relation between $a$ and $b$. How shall I do it ?
The two quadratic equations which I have are
$x^2 - 1970x + 10a =0 $ and
$87x^2 - 3600x + 10b = 0$
I need to eliminate x from these equations such that I get a relation between $a$ and $b$. How shall I do it ?
the equation that will be arrived is $$x=\frac{29a}{5593}-\frac{b}{16779}$$ plugging this in your first equation we get (after simplifications) $${\frac {{b}^{2}}{281534841}}-{\frac {58\,ba}{93844947}}+{\frac {841\,{ a}^{2}}{31281649}}-{\frac {1200\,a}{5593}}+{\frac {1970\,b}{16779}}=0 $$