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Graph the given function over the indicated interval and approximate any local maximum and local minimum values. Determine where the function is increasing and decreasing. Round your answer to two decimal places. DO NOT USE CALCULUS.
f(x) = -0.4x^4 - 0.5x^3 + 0.8x^2 - 2 on the interval (-3, 2)
Last edited by mathxyz (2024-03-24 09:59:08)
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Calculate y for x = -3, -2, -1, 0, 1, 2 and plot the points.
I used the function grapher and there are max and min values but oddly not in that domain.
Spotted the problem. I copied your function as typed. I think there's a decimal point missing here 0.8x^2
Now the graph has max and min in the given domain.
Bob
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Calculate y for x = -3, -2, -1, 0, 1, 2 and plot the points.
I used the function grapher and there are max and min values but oddly not in that domain.
Spotted the problem. I copied your function as typed. I think there's a decimal point missing here 0.8x^2
Now the graph has max and min in the given domain.
Bob
Yes, I edited my post. The coefficient of x^2 is 0.8.
Can you post the graph for me?
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Can you post the graph for me?
YOu can do the graph yourself in your phone
Go to Google Play Store
In 'search' box enter 'Graphing calculator plus 84 83'
Install app to get TI-84 emulator on your phone
TI-84 can do things like find the minimum on a graph
(and there's lots of tutorials, how-to's, etc online for Texas Instruments TI-84)
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FelizNYC wrote:Can you post the graph for me?
YOu can do the graph yourself in your phone
Go to Google Play Store
In 'search' box enter 'Graphing calculator plus 84 83'
Install app to get TI-84 emulator on your phone
TI-84 can do things like find the minimum on a graph
(and there's lots of tutorials, how-to's, etc online for Texas Instruments TI-84)
Of course I can graph the function using many different apps.
My problem is uploading the graph image here.
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