Question

Evaluate (1+j³)/(3+j²) ​

Answer 1

To evaluate the expression (1+j³)/(3+j²), simplify the expressions in the numerator and denominator. Then substitute the simplified expressions back into the original expression to get (1 - j)/2.

Step-by-step explanation:

To evaluate the expression (1+j³)/(3+j²), we can first simplify the expressions in the numerator and denominator.

1+j³ = 1 + (j² * j) = 1 + (-1 * j) = 1 - j.

3+j² = 3 + (j * j) = 3 - 1 = 2.

Now, we can substitute these simplified expressions back into the original expression.

(1+j³)/(3+j²) = (1 - j)/2.