You can put this solution on YOUR website! ((3+1i)(4i))/(2-3i)
Remove the parentheses in the numerator and move the single term to the front of the expression.
(4i(3+1i))/(2-3i)
Arrange the variables alphabetically within the expression 1i. This is the standard way of writing an expression.
(4i(3+i))/(2-3i)
Rationalize the denominator with the complex conjugate to remove the imaginary term from the denominator.
(4i(3+i))/(2-3i)*(2+3i)/(2+3i)
Multiply out the complex conjugate factors in the denominator to remove the imaginary terms.
(4i(3+i)(2+3i))/(13)
Simplify the expression.
(3+11i)/(13)