Question
Examine whether the function is continuous at the points indicated against them.:
f(x) = $\frac{x^2 +18x-19}{x-1}$for x ≠ 1
= 20, for x = 1, at x = 1.
f(x) = $\frac{x^2 +18x-19}{x-1}$for x ≠ 1
= 20, for x = 1, at x = 1.
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$\frac{a+b w+c w^2}{c+a w+b w^2}=\omega^2$
$(1+2 i)^2(1-i)$