what is the graph of the function

y = 2 x 2^x graphs below i think it is graph c

Unit 2 lesson 6

1. No
2. A
3. D
4. B
5. C

What graphs?

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Thx my guy or girl it helped me out great 100%

To determine the graph of the function y = 2x * 2^x, we can use the properties of exponential functions.

First, let's analyze the behavior of the exponential term, 2^x. As x increases, 2^x also increases rapidly. Additionally, 2^x is always positive for any real value of x.

Next, we consider the linear term, 2x. As x increases, the linear term also increases, but at a slower rate compared to the exponential term.

Combining these two components, we can conclude that the graph of y = 2x * 2^x will start from a positive value near the y-axis and grow rapidly as x increases.

Based on this information, we can evaluate the given graph options.

- If graph C is the one that starts from a positive value near the y-axis and grows rapidly, then your initial intuition is correct.

It's important to note that ultimately, the only definitive way to identify the graph would be to plot the function or use graphing tools to generate the graph.