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Use the graph of y=e^x to evaluate e^1.6 to the nearest tenth. A. 4.3. B. 5.0. C. 0.2. D. 2.7

User Viktoria
by
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2 Answers

1 vote

Answer:

The correct option is B.

Explanation:

The given function is


y=e^x

Plot the graph of above function.

We have to find the value of


y=e^(1.6)

It means we have to find the value of function at x=1.6.


y=(2.72)^(1.6)
[\because e\approx 2.72]


y=4.958


y\approx 5

The value of
y=e^(1.6) is about to 5.

From the below graph it is noticed that the value of function is about 5 at x=1.6.

Therefore option B is correct.

Use the graph of y=e^x to evaluate e^1.6 to the nearest tenth. A. 4.3. B. 5.0. C. 0.2. D-example-1
User Sambeth
by
8.2k points
1 vote
assuming that you're referring to this graph, the answer would be : B. 5.0

If you see the graph, you can find out on the x axis that it goes a little bit pass 1 but not to the point of 2 (1.6). and go up until you hit the function and get close to 5

hope this helps
Use the graph of y=e^x to evaluate e^1.6 to the nearest tenth. A. 4.3. B. 5.0. C. 0.2. D-example-1
User Aaron Greenwald
by
7.7k points

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