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The following shows a graph of y = x^2+ 5

Can we use this graph to find the solutions of 0 = c^2 + 5? Why or why not?

The following shows a graph of y = x^2+ 5 Can we use this graph to find the solutions-example-1
User Jassi
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we can, now if we look at 0 = x² + 5, that's when the parabola y-value is 0, that is, what's "x" when y = 0? well, if we look at the graph, the graph never touches the x-axis, so that means the graph never has any "real roots", only complex ones or imaginary ones. We can tell because the graph never touches the x-axis.

User Eric Alberson
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