What would the graph [math](-2)^x[/math] look like? It would alternate between, positive, negative and imaginary numbers. Could anyone graph this for me on a 3D axis? - Quora
Esther Song a Twitteren: "Still thinking about the x,y,i planes to visualize complex numbers. Here is the complex solution set of y=x^2+4. (AND what complex roots LOOK like is FASCINATING) #iteachmath #cpsSTEM #
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^x[/math] look like? It would alternate between, positive, negative and imaginary numbers. Could anyone graph this for me on a 3D axis? - Quora](https://qph.fs.quoracdn.net/main-qimg-5780fcf8bcb24b0b969db3d726cbe1e6.webp "What would the graph [math](-2)^x[/math] look like? It would alternate between, positive, negative and imaginary numbers. Could anyone graph this for me on a 3D axis? - Quora")
What would the graph [math](-2)^x[/math] look like? It would alternate between, positive, negative and imaginary numbers. Could anyone graph this for me on a 3D axis? - Quora
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