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The graphs of the quadratic function y = 2x² and the exponential function y = 2* are shown below.
-252-151-05 05
15 à 25
Considering only the domain shown on the graph, over which interval is the value of the exponential function g
than the value of the quadratic function?
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The graphs of the quadratic function y 2x and the exponential function y 2 are shown below 25215105 05 15 à 25 Considering only the domain shown on the graph ov class=

Respuesta :

The interval over which the value of the exponential function is greater than the value of the quadratic function is -0.5.

How to find the domain of a graph?

From the given graph, we can see that the green curve represents the exponential function y = 2ˣ while the quadratic function represents y = 2x².

Now, the domain represents all set of possible input values and from the given graph we can see that the interval over which the exponential function becomes greater than the quadratic function starts at x = -0.5.

Thus, we can conclude that the interval over which the value of the exponential function is greater than the value of the quadratic function is -0.5.

Read more about Domain at; https://brainly.com/question/2264373

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