plot([3^x, exp(x), 4^x], x=-3 .. 2, color=black);

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RmRebTckRl56JCIzbXluITMuQGo+IkZkXm03JEZjeiQiMzMnZnJyJHo6JEciRmRebTckRmh6JCIzLF8jPTovKUh3OEZkXm03JEZdW2wkIjMpUSRmelYnUlJbIkZkXm03JEZiW2wkIiM7RiwtJStBWEVTTEFCRUxTRzYkUSJ4NiJRIUZdYG0tJSZDT0xPUkc2JiUkUkdCRyRGLCEiIkZjYG1GY2BtLSUlVklFV0c2JDskISNJRmRgbSQiIz9GZGBtOyQhKEQxLyQhIigkIjItKysrdm8+aiIhIzo=

plot([3^x, x, log[3](x)], x=-2 .. 2, y=-8..8,color=black, scaling=constrained);

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

plot([sqrt(1-x^2), -sqrt(1-x^2)], x=-2..2, color=black, scaling=constrained);

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

plot(cos(x), x=-4*Pi..4*Pi, y=-2..2,color=black);

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plot(sin(x), x=-4*Pi..4*Pi, y=-2..2,color=black);

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plot(tan(x), x=-2*Pi..2*Pi, y=-2..2, color=black);

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