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I just want the idea how to do this
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\[\frac{ (1+i)x-2i }{ 2+i } + \frac{ (2-3i)y-i }{ 3-i }=i\]
The real values of x and y satisfing this equation
compute the mess on the left set the real part equal to zero and the imaginary part equal to one
set the real part equal to zero and the imaginary part equal to one?
yes since \(i=0+1i\)
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ohhk!!
\[\frac{ (3+2i+1)x -2i +(6-7i +3)y +i }{ 10 }\]
the l.h.s @satellite73
the answer is x= 3, y= -1
No problem thanks for trying!! :)
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wait how did you add these?
oh nvm i think it is right sorry
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