Final answer:
To find 'zw' in polar and exponential form, the magnitudes of 'z' and 'w' are multiplied and their angles are added. Proper units and significant figures are essential in expressing the answer, but specific values for 'z' and 'w' are necessary for calculation.
Step-by-step explanation:
The student's question involves finding the product of two complex numbers 'zw' and expressing the result in both polar form and exponential form. To solve for 'zw', we would typically multiply the magnitudes of 'z' and 'w' and add their angles if the complex numbers are given in polar form. In exponential form, which is based on Euler's formula, the multiplication is done similarly by multiplying magnitudes and adding angles. It's important to express answers to problems with the correct number of significant figures and proper units. However, additional information is needed to provide the specific calculations since the values of 'z' and 'w' are not provided in the question.
Correct and well-defined polar form and exponential form representations facilitate better understanding of complex numbers in mathematics and engineering applications.