Solve the equation y^2+3y+2 = 0 how is the equation y^2+3yx+2x^2 related
8 answers
how are they differnt
y^2 + 3y + 2 = 0
(y+1)(y+2) = 0
y = -2, -1
y^2 + 3xy + 2x^2 = 0
(y+x)(y+2x) = 0
y = -x, y = -2x
so, what do you think?
(y+1)(y+2) = 0
y = -2, -1
y^2 + 3xy + 2x^2 = 0
(y+x)(y+2x) = 0
y = -x, y = -2x
so, what do you think?
How did you solve y^2 + 3xy + 2x^2 = 0? Im confused at the one.
Huh? I just factored it. The solution is two straight lines; it is a degenerate hyperbola.
I mean in Quadratic forms I don't even know what is a degenrate hyperbola.
This is on my test tommrow.
well, a quadratic form as all terms of the 2nd degree. So, the first equation is not even a quadratic form. It is just a quadratic equation.
There are lots of articles and videos available online (google is your friend), so whatever level of study you need is surely accessible there. First place to look -- your class textbook and your other homework assignments. You gotta assume that nothing will be asked on the test which you have not covered in class.
There are lots of articles and videos available online (google is your friend), so whatever level of study you need is surely accessible there. First place to look -- your class textbook and your other homework assignments. You gotta assume that nothing will be asked on the test which you have not covered in class.
Alright I understood how to do it, i got Confusued cause of the xy
1 answer