... represent what in the cartesian system
If x, y are real then the equation 3x^4y -2(19y+8)x^2 +(361 y^2 +2(100+y^4) +64) = 2(190y + 2y^2)?
- Posted:
- 3+ months ago by Iitaspirant
- Topics:
- system, real, mathematics, equations, algebra
Details:
Answers (1)
This is the equivalent of somebody fluttering cards in your face. Math is only valid when it describes reality, and this is nothing more than number juggling.
You need to work on presentation. 3x^4y is ambiguous. It could be 3x^(4y) or (3x^4)y and there is no way to tell which.
3x^4 - 2(19y + 8)x^2 + (361 y^2 + 2(100 + y^4) + 64) = 2(190y + 2y^2)
3x^4 - 38yx^2 - 16 x^2 + 361 y^2 + 200 + 2y^4 = 380y + 4y^2
3x^4 - 16x^2 - 38 yx^2 - 380 y + 357y^2 + 2y^4 = -200
It is still a meaningless mess, just busy work, not a description of reality.
Can you please answer the question is that what does this equation represents in the cartesian plane
www.wolframalpha.com/input/?i=plot+3x%5E4+-+16x%5E2+-+38+yx%5E2+-+380+y+%2B+357y%5E2+%2B+2y%5E4+%3D+-200
What??
The only answer to your question is a plot in the Cartesian plane, so that's what I sent you. Your question is meaningless, and so is the answer. But there it is.
I am really sorry for my mistake there is a correction it is not 3x^4y rather it is 3x^4