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MTH 101 MTH 101 Past Questions Objective Question

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Given that \(Z = z e^{ik}\) and \(W = w e^{ih}\), find \(\frac{Z}{W}\) in its simplest form

A \(\frac{z}{w} e^{i(k-h)}\)

Correct Answer

B \(zwe^{i(k+h)}\)

C \(zwe^{i(k+h)}\)

D \(\frac{z}{w} e^{i(k+h)}\)

Option A is the correct answer.

(\frac{Z}{W} = \frac{z e^{ik}}{w e^{ih}} = \frac{z}{w} e^{i(k-h)}).

When dividing exponentials, subtract exponents.

Course: MTH 101

Topic: MTH 101 Past Questions

Type: Objective

Difficulty: Not specified

Question 611 of 696

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