x^2 + 2x - 24
@poopsiedoodle
@vera_ewing
roots: x=-6 x=4
To Solve you have to find two number that multiplys to 24 and adds to 2.
x^2 + 7x + 12
@Condor34
Roots: x=-4 x=-3
3x ^3 y + 12x y – 3x^2 y - 12 y
last one i hope
@Condor34
last one plz help... :}
Real Roots: x=1 y=0 Complex Roots: x=-2i x=2i
ok?
Question?
gtg sorry
Its not much help when you simply give answers.
Well im that one person that learns when answers are given because i try to work it through and see if i can get the same answer.
And i can see that some.random.cool.kid is in bit of a hurry explaining it would not help except frustrate him. I am also assuming he is taking an online course and I know from experience that if the homework/test is not completed in a certain amount of time then you get a 0, please correct me if I am wrong.
OpenStudy's Code of Conduct specifically says "Don’t post only answers - guide the asker to a solution."
If @some.random.cool.kid just wants answer, s/he can just use WolframAlpha or something. http://www.wolframalpha.com/
@Condor34 Also, just because you got the same answer, it doesn't necessary mean you are doing math the right way. You could do wrong way and get right answer by coincidence. For example; simplify \(\dfrac{16}{64}\) One can cancel same digits; \(\dfrac{1\cancel6}{\cancel64} = \dfrac{1}{4}\) Right answer, but not right way to get answer.
eh cut him some slack @geerky42 i was in a rush and he did do the examples right and i didn't have time for him to explain or else I would have tried to learn it with him I like to learn but didn't have much time to do so... in that case he gets pass... gg @condor34
thank you for your help I appreciate it and that was most honorable of you... I was able to pass.
Wouldn't be surprised if this happens again...
You had time.
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