Question: How do I get an answer in numbers?

Hi

I have a problem with Maple. I would like to see an answer in numbers this equation, but instead I get more equations. I've tried to use evalf but that didn't work for me.

Is there someone who can look at this and help me?

Thanks in advance!

This is my Maple output (sorry for the uglyness):

> SomAx := Ax+F2+F6*sin(beta)-F1*sin(gamma) = 0;
print(`output redirected...`); # input placeholder
                 Ax + F2 + F6 sin(beta) - F1 sin(gamma) = 0

> SomAy := Ay-F6*cos(beta)+F1*cos(gamma) = 0;
print(`output redirected...`); # input placeholder
                    Ay - F6 cos(beta) + F1 cos(gamma) = 0
print(??); # input placeholder

> SomBx := -F2+F7*sin(beta)+F3*sin(gamma) = 0;
print(`output redirected...`); # input placeholder
                   -F2 + F7 sin(beta) + F3 sin(gamma) = 0

> SomBy := By+F3*cos(gamma)-F7*cos(beta) = 0;
print(`output redirected...`); # input placeholder
                    By + F3 cos(gamma) - F7 cos(beta) = 0

> SomCx := -F3*sin(gamma)+F4*sin(alpha)-Ctx = 0;
print(`output redirected...`); # input placeholder
                 -F3 sin(gamma) + F4 sin(alpha) - 746.5 = 0

> SomCy := -F3*cos(gamma)+F4*cos(alpha)-Cty = 0;
print(`output redirected...`); # input placeholder
                  -F3 cos(gamma) + F4 cos(alpha) - 200 = 0

> SomDx := F1*sin(gamma)-F5*sin(alpha)+Dtx = 0;
print(`output redirected...`); # input placeholder
                  F1 sin(gamma) - F5 sin(alpha) + 746.5 = 0

> SomDy := -F1*cos(gamma)+F5*cos(alpha)-Dty = 0;
print(`output redirected...`); # input placeholder
                  -F1 cos(gamma) + F5 cos(alpha) - 200 = 0

> SomEx := F6*sin(beta)+F5*sin(alpha)-F7*sin(beta)-F4*sin(aplha) = 0;
print(`output redirected...`); # input placeholder
       F6 sin(beta) + F5 sin(alpha) - F7 sin(beta) - F4 sin(aplha) = 0

> SomEy := F6*cos(beta)-F5*cos(alpha)+F7*cos(beta)-F4*cos(alpha) = 0;
print(`output redirected...`); # input placeholder
       F6 cos(beta) - F5 cos(alpha) + F7 cos(beta) - F4 cos(alpha) = 0
>
> Ctx := 746.5;
                                    746.5
> Cty := 200;
                                     200
> Dtx := 746.5;
                                    746.5

> Dty := 200;
                                     200
print(??); # input placeholder

>
> alpha = arctan(190.7/(128.9));
                            alpha = 0.9764074983

> beta = arctan(134.2/(190.63));
                             beta = 0.6133931401
>

> gamma = arctan((190.7-134.2)/(190.63+128.9));
                            gamma = 0.1750131785

> antwoorden := solve({SomAx, SomAy, SomBx, SomBy, SomCx, SomCy, SomDx, SomDy, SomEx, SomEy}, [F1, F2, F3, F4, F5, F6, F7, Ax, Ay, By]);
[[     0.5000000000 (-400. sin(alpha) + 1493. cos(alpha))      
[[F1 = --------------------------------------------------, F2 =
[[     -0.5456928232 cos(alpha) + 0.8379852879 sin(alpha)      

                                1                                             
  -------------------------------------------------------------- (0.2500000000
  cos(beta) (-0.5456928232 cos(alpha) + 0.8379852879 sin(alpha))              

  (596.2806470 sin(alpha) cos(beta) - 1032.834906 sin(aplha) cos(beta)

   + 2065.669811 sin(beta) cos(alpha) + 1629.438770 cos(beta) cos(alpha))),

       0.5000000000 (-400. sin(alpha) + 1493. cos(alpha)) 
  F3 = --------------------------------------------------,
       -0.5456928232 cos(alpha) + 0.8379852879 sin(alpha) 

                          516.4174528                     
  F4 = --------------------------------------------------,
       -0.5456928232 cos(alpha) + 0.8379852879 sin(alpha) 

                          516.4174528                            
  F5 = --------------------------------------------------, F6 = -
       -0.5456928232 cos(alpha) + 0.8379852879 sin(alpha)        

                                     1                                    
  ------------------------------------------------------------------------
  sin(beta) cos(beta) (-0.5456928232 cos(alpha) + 0.8379852879 sin(alpha))

  (0.2500000000 (-2065.669811 sin(beta) cos(alpha)

   + 1032.834906 sin(alpha) cos(beta) - 1032.834906 sin(aplha) cos(beta))), F7 =

                                     1                                    
  ------------------------------------------------------------------------
  sin(beta) cos(beta) (-0.5456928232 cos(alpha) + 0.8379852879 sin(alpha))

  (0.2500000000 (1032.834906 sin(alpha) cos(beta)

   - 1032.834906 sin(aplha) cos(beta) + 2065.669811 sin(beta) cos(alpha))),

                        1032.834906 sin(beta) cos(alpha)                     
  Ax = - --------------------------------------------------------------, Ay =
         cos(beta) (-0.5456928232 cos(alpha) + 0.8379852879 sin(alpha))      

                                  1                               
  - --------------------------------------------------------------
    sin(beta) (-0.5456928232 cos(alpha) + 0.8379852879 sin(alpha))

  (0.2500000000 (1032.834906 sin(alpha) cos(beta)

   - 1032.834906 sin(aplha) cos(beta) + 436.5542586 sin(beta) cos(alpha)

   - 670.3882303 sin(beta) sin(alpha))), By =

                                1                                             
  -------------------------------------------------------------- (0.2500000000
  sin(beta) (-0.5456928232 cos(alpha) + 0.8379852879 sin(alpha))              

  (670.3882303 sin(beta) sin(alpha) + 1032.834906 sin(alpha) cos(beta)

                                                                          ]]
   - 1032.834906 sin(aplha) cos(beta) - 436.5542586 sin(beta) cos(alpha)))]]
                                                                          ]]