How many solutions can you get? 3i + 2i - 4 = 18i
There is only one solution for this equation.
To find the number of solutions to the equation 3i + 2i - 4 = 18i, we need to simplify the left-hand side of the equation and then determine if both sides are equal.
First, combine like terms on the left-hand side: 3i + 2i = 5i.
Now our equation becomes 5i - 4 = 18i.
Next, subtract 5i from both sides to isolate the term containing i: -4 = 13i.
Finally, divide both sides by 13 to solve for i: -4/13 = i.
The solution to the equation is i = -4/13.
Therefore, there is only one solution to the given equation.