Asked by Jared
How do I solve the system of equations graphically, accurate to the nearest thousandth
(x^2/2) + (y^2/5) = 1
y=(1/3)x
(x^2/2) + (y^2/5) = 1
y=(1/3)x
Answers
Answered by
Reiny
To be able to graph accurately to a thousandth of a unit would obviously require a graphing calculator or computer which allows to to "zoom" in on the intersection.
Since we do not know what type of equipment you are using, we really cannot help you with the actual steps.
Your manual should describe that.
Your equations are
1. an ellipse with centre at the origin and
2. a straight line passing through the origin.
clearly there would be two solutions.
Since we do not know what type of equipment you are using, we really cannot help you with the actual steps.
Your manual should describe that.
Your equations are
1. an ellipse with centre at the origin and
2. a straight line passing through the origin.
clearly there would be two solutions.
Answered by
Mike
i have a graphing calculator TI-83 Plus
Answered by
Mike
Do you use that calculator?
Answered by
Jared
Yeah, i have that calculator too
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