Texas Instruments TI-84 Plus Calculator "intersection" Questions

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the graph of 3x+y=-9 intersects at the point _ That line intersects an infinite number of things at each point. Before you can ask where it intersects something, you must specify what it intersects.

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WHen I use my intersect function to find intersection points, it asks "first curve" then "second curve" and it wont say anything after that. It just repeats "second curve" continuously. PLEASE HELP! ...

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ERR: No Sign change... I am trying to find the intersection of -0.171x-+43.43 and -0.146x+39.83. I entered them into my "y=" and clicked graph. I then plug in "2nd trace, and click on intersect" But i

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...equations (both the positive and negative versions) which ceate circles. I then try to find the intersection of the two circles (2 points of intersections) using the intersect function in the

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...wont my calulator let me enter a second guess when finding the intercept on my graph? To find the intersection (read interSECTION) of two curves you are prompted once for an initial guess. If  ...

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how do you find the point intersection of ln x=-7x Graph both lnx and -7x and then go to the graph. Once there, press 2nd then calc and scroll down to where it says "Intersect", select that, select a ...

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My TI-nspire doesn't seem to be able to find intersections. When i'm trying to find the intersection of the y axis and a line, it asks me for 1st and 2nd graph instead of lower and upper bound, as I ...

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...is the correct one. Press [ENTER]. The calculator asks asks for a guess of the coordinates of the intersection point. As the intersection point is to the left of the current cursor position, use

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...y=5/28 and y=(0.85)^(X-1). am i doing something wrong? The solve( function was not able to find the intersection point because it lies outside the graph range. The window dimensions are too narrow to ...

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...meet P. Through P a straight line MN is drawn parallel to BC. Prove that MN=BM+CN Assuming M is the intersection of MN with AB, and N is the intersection of MN and AC: Angle ACP = angle BCP (by ...

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