SOLUTION: My question involves a system of equations:
x^2-y^2=4
y^2=3x
now, i have gotten pretty far in the problem but i'm not sure how many sets of ordered pairs for (x,y) i should co
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-> SOLUTION: My question involves a system of equations:
x^2-y^2=4
y^2=3x
now, i have gotten pretty far in the problem but i'm not sure how many sets of ordered pairs for (x,y) i should co
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Question 378901: My question involves a system of equations:
x^2-y^2=4
y^2=3x
now, i have gotten pretty far in the problem but i'm not sure how many sets of ordered pairs for (x,y) i should come up with. I know x=-1,4 and y= 2 square root 3
help would be greatly appreciated. Answer by ewatrrr(24785) (Show Source):
Hi,
solution(s) for following system
x^2-y^2=4
y^2=3x
x^2 - 3x - 4 = 0
Yes! on the substitution resulting in x = -1 or x = 4 and y^2 = 12 Or y =
(x = -1 is an extraneous solution as then Y^2 = -3 and y would then be an imaginary number.
Pt(4,) is the solution for this system of equations
