An insurance company will insure a \( \$ 280,000 \) home for its total value for an annual premium of \( \$ 580 \). If the company spends \( \$ 30 \) per year to service such a policy, the probability of total loss for such a home in a given year is 0.001 and you assume either total loss or no loss will occur, what is the company's expected annual gain (or profit) on each such policy?

2. In the summer we let the cottage to tourists. \( \begin{array}{ll}\text { (1) hire } & \text { (2) rent } \\ \text { (3) leave } & \text { (4) lend }\end{array} \)

You are looking down at a map. A vector \( \mathbf{u} \) with \( |\mathbf{u}|=5 \) points north and a vector \( \mathbf{v} \) with \( |\mathbf{v}|=6 \) points northeast. The crossproduct \( \mathbf{u} \times \mathbf{v} \) points: A) south B) northwest C) up D) down Please enter the letter of the correct answer: The magnitude \( |\mathbf{u} \times \mathbf{v}|= \) submit answer Next item

Simplify the following expression. \( \left.\qquad \frac{a^{4}}{b^{5}}\right)^{4} \)

Question 4 What is an omniscient narrator? A narrator who knows the thoughts of one character A narrator who knows all characters' thoughts and feelings A narrator who gives a first-person account of the story A notion and no thoughts

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