Answer:
HOPE THIS HELPS!!
Explanation:
The expression (6+5i) + (8-3i) consists of two complex numbers being added together. To determine if the sum is wholly real, wholly imaginary, or has both a real and an imaginary part, we can break it down.
In the expression, the real parts are 6 and 8, and the imaginary parts are 5i and -3i. When we add the real parts (6 + 8), we get 14. Similarly, when we add the imaginary parts (5i + -3i), we get 2i.
Since the sum has both a real part (14) and an imaginary part (2i), it is not wholly real or wholly imaginary. It has both a real and an imaginary part.