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Find x and y so that the following equation is true \[\frac{2x}{3}+\frac{5yi}{4}=-12-25i\]
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Isolate the real and imaginary parts. \[\frac{2x}{3} = -12\]\[\frac{5yi}{4} = -25i\]
x=-18 and y=-20?
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yes. x=-18 and y=20.
x=-18 and y=-20
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For x=-18, y = -20 to be true, it must be specified that x and y are real. Otherwise there are infinite number of solutions. Take for example, x = -3 and y = -20+4i
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