zarkam21 (zarkam21):
Help is this 2
zarkam21 (zarkam21):
OpenStudy (mathmale):
What does a "solution" look like when all you have to go by is a graph?
zarkam21 (zarkam21):
Goes through a point?
OpenStudy (mathmale):
No. You are viewing the graphs of 2 separate functions, represented by graphs. What does "solution" mean in this context?
zarkam21 (zarkam21):
Umm the solution would solve both the equations and make it true?
OpenStudy (mathmale):
The idea here is to determine how many joint solutions the 2 different functions have. Look at the graphs. In how many places do the curves intersect?
zarkam21 (zarkam21):
they dont right?
zarkam21 (zarkam21):
@mathmale
zarkam21 (zarkam21):
ugh
OpenStudy (mathmale):
On a single set of axes you have the graph of a hyperbola and the graph of an ellipse. These two graphs DO intersect. Your job is to determine IN HOW MANY PLACES they intersect.
zarkam21 (zarkam21):
4
OpenStudy (mathmale):
Mind explaining how you decided upon '4?' I see 3 intersections of the two graphs.
zarkam21 (zarkam21):
I see the lines being intersected 3 times
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