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3.14159265358979
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I guess i didn't get the last one completely because I've been having a hard time with this one. Solve
3x + iy + (2+i)z = 3i
-ix + y + z = 1
x + y + (2+i)z = i
i've tried dividing through by the leading coefficent, and re-arranging it...but can't seem to get the right answer! Thanks again for any help you can provide.
3x + iy + (2+i)z = 3i
-ix + y + z = 1
x + y + (2+i)z = i
i've tried dividing through by the leading coefficent, and re-arranging it...but can't seem to get the right answer! Thanks again for any help you can provide.