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If 2i + (x + yi) = 6, what is x + yi?
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collect your imaginary parts and your real parts then compare both sides
What do I do with the y?
for example if ai+(b+ci)=e+di b+ai+ci=e+di b+(a+c)i=e+di means b=e and a+c=d
you have 2i+(x+yi) on your left hand side 6+0i on the right hand side
can you identify the real part on both sides of your equation? can you identify the imaginary part on both sides of your equation?
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2i, yi, and 0i are imaginary, x and 6 are real?
so x is 6 then
and 2i+yi=0i
factor out the i on the left hand expression of 2i+yi=0i
y is -2
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So 6 -2i is my answer?
yes (2+y)i=0i implies 2+y =0 so y=-2
yes
Awesome, thank you.
np
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