If m - -15 and n - -14 - find the value m - n - 1m2 - mn - n2

Given: m^3=15, n^3=14 Now, solving m n 1m^2+mn+n^2 Taking LCM, =m^3+m^2n+mn^2 nm^2 mn^2 n^3 1m^2+mn+n^2 =m^3 n^3 1m^2+mn+n^2 Substituting the g ...

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Zeroes of a Polynomial

If m = √15 ...

Question

If $m = \sqrt[3]{15}$ and $n = \sqrt[3]{14}$ , find the value $m - n - \frac{1}{m^{2} + m n + n^{2}}$

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