anonymous
  • anonymous
really comfused with the acts. Check it out please. (conjugate of z)*w=2+3x+(2x-3)i and (conjugate of w)*z=2+3x-(2x-3)i Find x when you know this :[(conjugate of z)*w-(conjugate of w)*z]/(2*i)=5*[(conjugate of z)*w+(conjugate of w)*z]/2
Mathematics
schrodinger
  • schrodinger
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anonymous
  • anonymous
now when you say (conjugate of z)*w you mean 2+3x+(2x-3)i correct? so in the actual question you just replace the word with the equation am i getting that correct?
anonymous
  • anonymous
yes
anonymous
  • anonymous
okay give me a sec and ill work through it for you

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anonymous
  • anonymous
thanks,I am waiting,step by step please cause I lose it for some reason. :/
anonymous
  • anonymous
Start with the right side \[5(2+3x+(2x-3)i)+(2+3x-(2x-3)i)\]/2 \[10+15x+(10x-15)i+10+15x-(10x-15)i\] \[(20+30x)/2\] left side \[2+3x+(2x-3)i-(2+3x-(2x-3)i)\] \[[(2x-3)i+(2x-3)i]/[2i]\] in total we then have \[[(2x-3)i+(2x-3)i]/[2i] = (20+30x)/2\]
anonymous
  • anonymous
now are you trying to solve for x? or just simplyfy
anonymous
  • anonymous
I found it,thanks a lot.

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