Question Drought has affected the local area for weeks. Before the drought began, the river had a depth of 12 feet. After 16 days no rain, the depth is now 10 feet. What is the slope in this situation? Do not include units in your answer.

1. Se va a repartir una herencia de \( \$ 20000000 \). En el testamento se aclara que el dinero de- berá ser entregado inversamente proporcional a la edad de los hijos herederos. Es decir, que al hijo más joven le corresponde la mayor cantidad de dinero. Si los hijos tienen 15,21 y 18 años, ¿qué can- tidad de dinero le corresponde a cada uno?

Suppose that a company wishes to predict sales volume based on the amount of advertising expenditures. The sales manager thinks that sales volume and advertising expenditures are modeled according to the following linear equation. Both sales volume and advertising expenditures are in thousands of dollars. Estimated sales Volume \( =48.06+0.53 \) (Advertising Expenditures) If the company has a target sales volume of \( \$ 100,000 \), how much should the sales manager allocate for advertising in the budget? Round your answer to the nearest dollar.

\( \frac{m^{9} n^{-5}}{m^{4}} \) \( \frac{m^{9} n^{-5}}{m^{4}}=\left(\frac{m}{n}\right) \) (Simplify your answer.)

Question 3 Consider the following argument. If Trevor doesn't buy groceries, he will order take-out for dinner. Trevor bought groceries. Therefore, Tre will not order take-out. Which statement is its conclusion? Trevor will not order take-out Trevor bought groceries If Trevor doesn't buy groceries, he will order take-out. Trevor didn't buy groceries Which statements order take-out its premises? Select all that apply. \( \square \) Trevor will not order take-out \( \square \) Trevor bought groceries \( \square \) Trevor didn't buy groceries \( \square \) If Trevor doesn't buy groceries, he will order take-out. \( \square \) Trevor will order take-out Pow will we symbolize the premises and conclusion using the simple statements: p -- Trevor buys groceries Premise 1: Select an answer \( v \) Premise \( 2: \) ? \( v \) Conclusion: \( \checkmark \)

1) \( \sqrt[5]{\sqrt[11]{100}}=\sqrt{100} \)