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SuicideFuel Problem

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TryingToAscend2

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Find all pairs of x and y, such that:

x³ + 9x²y = 10

y³ + xy² = 2.

Posted in the wrong board
 
1 and 1 would be the easy answer lol
 
also x = -0.5-0.866i. y = -0.5-0.866i
x = -0.5+0.866i. y = -0.5+0.866i
x = -0.854, y = 1.62
x = 5.85, y = -0.618

brutal linear algebra pill lol
 
also x = -0.5-0.866i. y = -0.5-0.866i
x = -0.5+0.866i. y = -0.5+0.866i
x = -0.854, y = 1.62
x = 5.85, y = -0.618

brutal linear algebra pill lol
You don't linear algebra to solve it, but how can you solve using it?
 
You don't linear algebra to solve it, but how can you solve using it?
I'm impressed this one can even be solved with real numbers, most of the time when people post them here, they can only be solved with imaginary numbers
 
You calculate first one x"3 + 9 * x"2 * y = 10 right?
First problem ("x is upper number)

Assuming X= 0.5
0.5 "3 = 0.0625
0.5 "2 = 0.25

0.0625 + 9 * 0.25
0.0625 + 2.25
0.0625 + 2.25 * y = 10 /- 0.0625

2.25 * y = 10 - 0.0625 - 9
2.25 * y = 0.9375
0.9375 : 2.25 = y
0.9375 : 2.25 = 4.416666 (infinite 6)

Therefore

X= 0.5
Y= 4.4166 (infinite 6)
0.0625 + 9 * 0.25 * 4.4166 (infinite 6) = 10
0.0625 + 2.25 * 4.4166 (infinite 6) = 10
0.0625 + 9.9375 = 10

:feelsLSD:im in grade 10
 
You calculate first one x"3 + 9 * x"2 * y = 10 right?
First problem ("x is upper number)

Assuming X= 0.5
0.5 "3 = 0.0625
0.5 "2 = 0.25

0.0625 + 9 * 0.25
0.0625 + 2.25
0.0625 + 2.25 * y = 10 /- 0.0625

2.25 * y = 10 - 0.0625 - 9
2.25 * y = 0.9375
0.9375 : 2.25 = y
0.9375 : 2.25 = 4.416666 (infinite 6)

Therefore

X= 0.5
Y= 4.4166 (infinite 6)
0.0625 + 9 * 0.25 * 4.4167 = 10
0.0625 + 2.25 * 4.4166 (infinite 6) = 10
0.0625 + 9.9375 = 10

:feelsLSD:im in grade 10
Wrong
 
:feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope::feelsrope: what did I do wrong
You need to find pairs that simultaneously satisfy both equations.

Otherwise, there are infinite pairs of x and y, thus the question becomes pointless
 
You need to find pairs that simultaneously satisfy both equations.

Otherwise, there are infinite pairs of x and y, thus the question becomes pointless
Alright, that makes sense. Still fun calculating tho :feelsLSD:
 

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