Revision history [back]

solve with 2 unknows types

uV=var('x_00, x_10, x_20',domain='integer')
#xyzV=var('x,y, z', domain='real')
xyzV=var('x,y, z', domain='complex')
solve(x^2*x_00 + x*x_10*y + x_20*y^2 == -2*x*y,[x_00 , x_10 , x_20])

#I would like SageMath will give me the solution `[x_00=0,x_10=-2,x_20=0]`
#is there a way to do that with 9.2 or should I wait for 9.3 ?

solve(x^2x_00 + xx_10y + x_20y^2 == -2xy,[x_00 , x_10 , x_20]) print("https://ask.sagemath.org/question/46915/solve-equation-with-two-variables-over-rr/")

solve with 2 unknows types

uV=var('x_00, x_10, x_20',domain='integer') #xyzV=var('x,y, z', domain='real') xyzV=var('x,y, z', domain='complex') solve(x^2*x_00 solve(x^2x_00 + x*x_10*y xx_10y + x_20*y^2 x_20y^2 == -2*x*y,[x_00 -2xy,[x_00 , x_10 , x_20]) x_20]) #I would like SageMath will give me the solution `[x_00=0,x_10=-2,x_20=0]` #is there a way to do that with 9.2 or should I wait for 9.3 ? solve(x^2*x_00 + x*x_10*y + x_20*y^2 == -2*x*y,[x_00 , x_10 , x_20]) solve(x^2x_00 + xx_10y + x_20y^2 == -2xy,[x_00 , x_10 , x_20]) print("https://ask.sagemath.org/question/46915/solve-equation-with-two-variables-over-rr/") print("https://ask.sagemath.org/question/46915/solve-equation-with-two-variables-over-rr/")

          3    None 
      
    
        
        updated 2021-05-04 12:27:01 +0200  
 
 
  
 
 
 
  solve with 2 unknows types
 uV=var('x_00, x_10, x_20',domain='integer')
    #xyzV=var('x,y, z', domain='real')
    xyzV=var('x,y, z', domain='complex')
    solve(x^2x_00 + xx_10y + x_20y^2 == -2xy,[x_00 , x_10 , x_20])
 #I would like SageMath will give me the solution `[x_00=0,x_10=-2,x_20=0]`
#is there a way to do that with 9.2 or should I wait for 9.3 ?

solve(x^2*x_00 + x*x_10*y + x_20*y^2 == -2*x*y,[x_00 , x_10 , x_20])
 print("https://ask.sagemath.org/question/46915/solve-equation-with-two-variables-over-rr/")link text
 
 
 
          4    None 
      
    
        
        updated 2021-05-04 13:18:54 +0200  
 
 
  
 
 
 
  solve with 2 unknows types
 uV=var('x_00, x_10, x_20',domain='integer')
    #xyzV=var('x,y, z', domain='real')
    xyzV=var('x,y, z', domain='complex')
    solve(x^2x_00 + xx_10y + x_20y^2 == -2xy,[x_00 , x_10 , x_20])
 #I HI
I would like SageMath will give me the solution `[x_00=0,x_10=-2,x_20=0]`
#is [x_00=0,x_10=-2,x_20=0]
is there a way to do that with 9.2 or should I wait for 9.3 ?
?
 uV=var('x_00, x_10, x_20',domain='integer')
#xyzV=var('x,y, z', domain='real')
xyzV=var('x,y, z', domain='complex')
solve(x^2*x_00 + x*x_10*y + x_20*y^2 == -2*x*y,[x_00 , x_10 , x_20])


solve(x^2*x_00 + x*x_10*y + x_20*y^2 == -2*x*y,[x_00 , x_10 , x_20])
 link text