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Figure 001 : Graph of Y=((x-1)^3)/(2*x)
Circles and applications
Q01 |
- Diagram : Graph of Y=((x-1)^3)/(2*x)
Q02 |
- Find properties of Graph of Y=((x-1)^3)/(2*x)
Q03 |
- Find properties of Graph of Y=((x-1)^4)/(2*x)
Q04 |
- Find properties of Graph of Y=((x-1)^2)/(2*x)
Q01. Diagram : Graph of Y=((x-1)^3)/(2*x)
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Q02. Find properties of Graph of Y=((x-1)^3)/(2*x)
Use the graph answer the following questions
* 1. Find zeros of Y
* 2. Find y-itercept
* 3. Find critical points
* 4. Find asymptotes
* 5. Find the point of inflection
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Program ABH
Program 03 04
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Q03. Find properties of Graph of Y=((x-1)^4)/(2*x)
Question : Use the diagram to find
1. y-intercept
2. The zeros of y
3. The signs of y
4. The sigens of y' and relation with curve
5. The sigens of y" and relation with curve
6. The minimum or maximum point
7. The point of inflection
8. The equations of asymptotes
Diagram
Grpah of
y = ((x - 1)^4)/(2*x)
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Q04. Find properties of Graph of Y=((x-1)^2)/(2*x)
Question : Use the diagram to find
1. y-intercept
2. The zeros of y
3. The signs of y
4. The sigens of y' and relation with curve
5. The sigens of y" and relation with curve
6. The minimum or maximum point
7. The point of inflection
8. The equations of asymptotes
Diagram
Grpah of
y = ((x - 1)^2)/(2*x)
Go to Begin
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