Asked by Annie
Sarah throws rocks into a quarry lake from the top of a 67 foot high wall. The chart gives the horizontal distance, x (in feet), the rock has travled from Sarah and the height, y (in feet), of the rock above the lake.
The chart is:
|distance, x:|9| 19| 36|50|
|height, y: |75.39|81.10|82.07|74.61|
I think the answer is possibly y=-0.019x^2+1.10x+67, but I am not sure. Could someone help me please?
The chart is:
|distance, x:|9| 19| 36|50|
|height, y: |75.39|81.10|82.07|74.61|
I think the answer is possibly y=-0.019x^2+1.10x+67, but I am not sure. Could someone help me please?
Answers
Answered by
Damon
well, you are correct that we have a parabola here of form a x^2 + b x + c
since you just asked me to check your answer and not to show you how to do it I will cheat and just check.
first make sure some point in the middle satisfies your equation
82.07 = -.01(36)^2 +1.1(36)+67 ????
93.64, well not too bad because your coefficients seem to be rounded to two places
try first point
75.39 = -.01(9)^2 + 1.1(9) + 67 ???
78.09 not bad
check the other two points but I think you did it right but without carrying enough significant figures in your solution of the simultaneous equations.
since you just asked me to check your answer and not to show you how to do it I will cheat and just check.
first make sure some point in the middle satisfies your equation
82.07 = -.01(36)^2 +1.1(36)+67 ????
93.64, well not too bad because your coefficients seem to be rounded to two places
try first point
75.39 = -.01(9)^2 + 1.1(9) + 67 ???
78.09 not bad
check the other two points but I think you did it right but without carrying enough significant figures in your solution of the simultaneous equations.
Answered by
Jennie
Okay, I wasn't sure if my answer was right, so thank you!
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.