finding parabola points

Mr.G.00

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Jan 14, 2021
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How to calculate additional points in parabola. I have three points and vertex of parabola, need 2 points more in between of three known points.
this parabola is in excel that I received from a friend.
Thanks in advance
edit vertex is not calculated correctly.
it's 5.5 with 2.255
 

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Looks like an estimation problem. Draw some perpendiculars and give it a best guess.

If you want, you can get Excel to do it form you more precisely.
1) Enter the three points as given.
2) Select the 6 cells and draw a chart.
3) Right click any of the 3 points
4) Pick "Add Trend Line"
5) Pick Polynomial Order 2
6) Pick "Display Equation on Chart".
 
Last edited:
How to calculate additional points in parabola. I have three points and vertex of parabola, need 2 points more in between of three known points.
this parabola is in excel that I received from a friend.
Thanks in advance
edit vertex is not calculated correctly.
it's 5.5 with 2.255
If you needed to do this by hand, I'd plug the three given points into y=ax^2+bx+c and solve for a, b, and c. Then you have the equation and can plug in the other values of x.

How did you determine the vertex?
 
Looks like an estimation problem. Draw some perpendiculars and give it a best guess.

If you want, you can get Excel to do it form you more precisely.
1) Enter the three points as given.
2) Select the 6 cells and draw a chart.
3) Right clock any of the 3 points
4) Pick "Add Trend Line"
5) Pick Polynomial Order 2
6) Pick "Display Equation on Chart".
Thanks for your help. I have managed to find equation and with that to find another points. There is some difference, but for now it is great.
Thanks again.
 
If you needed to do this by hand, I'd plug the three given points into y=ax^2+bx+c and solve for a, b, and c. Then you have the equation and can plug in the other values of x.

How did you determine the vertex?
When I find time, I will definitely try to calculate it by hand, just to see the difference. Vertex is given through excel where parabola is drawn.
Thanks for the help.
 
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