Hi guys, can you show me the steps on how to solve this problem(graphing rational functions)?
f(x)=6/x^2+3x-10
f(x)=6/x^2+3x-10
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f(x) = 6/(x^2 + 3*x - 10)
f(x) = 6/((x + 5)*(x - 2))
Vertical aymptotes: x1 = - 5, x2 = 2
Domain = (- ∞; - 5) ⋃ (- 5; 2) ⋃ (2; + ∞)
y - int = - 6/10
Range = ((- ∞; 0) ⋃ (0; + ∞)
f(x) = 6/((x + 5)*(x - 2))
Vertical aymptotes: x1 = - 5, x2 = 2
Domain = (- ∞; - 5) ⋃ (- 5; 2) ⋃ (2; + ∞)
y - int = - 6/10
Range = ((- ∞; 0) ⋃ (0; + ∞)
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~!~
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factor is possible, or use quadratic equation or graph by intercepts.