In the past, a “family doctor” would attend a person from birth to death. Such a physician would now be referred to as:

1 point each. Given the graph of the Power Function, , answer the questions below:                                                                                   a. Write the interval of x where this function is decreasing.   b. Is the power, p, even or odd?   c. Is the power, p, positive or negative? d. Determine the end behavior of the function:As and as , e. Is this function symmetric with respect to the y-axis or is it symmetric with respect to the origin?      

The estimated number of wild tigers in the world in the 1970s is modeled by the function    where t is measured in years after 1970,  and is measured in thousands of tigers. a) (1 point) What was the number of tigers in the world in the 1970s?   b) (1 point) Is the number of tigers increasing or decreasing over time?   c) (1 point) Find the rate of growth or decay in percent form.   d) (2 points) Based on this model, what was the population estimated to be in the year 2000?   Round your answer to 1 decimal places e) (4 points) Make sure to show ALL work: According to this model, by what year did the population of tigers would have been about half of the population in the 1970s? Round final answer to a whole number- Show the year!  

1 point each. Given the graph of the Power Function, , answer the questions below:                                                                                   a. Write the interval of x where this function is decreasing.   b. Is the power, p, even or odd?   c. Is the power, p, positive or negative? d. Determine the end behavior of the function:As and as , e. Is this function symmetric with respect to the y-axis or is it symmetric with respect to the origin?      

Work out this problem on Test paper completely, then show final answers here! Show all steps for full credit. A boat that departs from a port in Portugal is crossing the Atlantic ocean and is approaching its destination, a port in the Northeast of the United States. After 7 hours of navigating, the boat is 3104 miles to its destination, and after 45 hours, it is 2040 miles away. If the function D calculates the distance of the boat from its destination after t hours since departure, answer the following questions. a. 2 points. Find the slope of the linear function described by the movement of this boat. b. 3 points. Write the linear equation, D, that calculates the distance left for the boat to reach its destination in terms of its time t in  hours. c. 2 points. Write a complete sentence that describes the meaning of the slope found above to write the linear equation found. d. 2 points. What is the x-intercept of this function? Round your answer to a whole number. e. 2 points. What does the x-intercept represent in the context of this problem? Write a complete sentence. Make sure to include units. f. 1 point. How many days does it take for this boat to complete this trip? Round to a whole number.

A rock is thrown from the edge of a hill.  The height of the rock, in feet, t seconds from the moment of release is given by the function . (Note: This function is valid only from the moment the rock is released until the rock hits the ground. a) (1 point) How long does it take the rock to reach its maximum height?   b) (3 point) What is the height of the rock after 4 seconds? What is the height of the rock after 11 seconds? Write a complete sentence explaining your answers obtained here for the context of the problem. c) (2 points) What is the maximum height of the rock?   d) (4 points) After the rock is thrown, when will it reach the ground? Write complete sentences explaining the final answers obtained.(must show work algebraically- round final answer to one decimal place if necessary)  

Work out this problem on Test paper completely, then show final answers here! Show all steps for full credit. A boat that departs from a port in Portugal is crossing the Atlantic ocean and is approaching its destination, a port in the Northeast of the United States. After 7 hours of navigating, the boat is 3104 miles to its destination, and after 45 hours, it is 2040 miles away. If the function D calculates the distance of the boat from its destination after t hours since departure, answer the following questions. a. 2 points. Find the slope of the linear function described by the movement of this boat. b. 3 points. Write the linear equation, D, that calculates the distance left for the boat to reach its destination in terms of its time t in  hours. c. 2 points. Write a complete sentence that describes the meaning of the slope found above to write the linear equation found. d. 2 points. What is the x-intercept of this function? Round your answer to a whole number. e. 2 points. What does the x-intercept represent in the context of this problem? Write a complete sentence. Make sure to include units. f. 1 point. How many days does it take for this boat to complete this trip? Round to a whole number.

The Cool Corporation is a medium sized business that has an annual revenue of $25 million. The Cool Corporation faces a loss exposure = the probability of this loss exposure occurring is 0.001%. However, if the loss exposure does occur (although very unlikely) it will result in $25 million in damages. Which risk management option should the Risk Manager of The Cool Corporation choose for this loss exposure?

According to Baird et al. (2012), engaging in simple external tasks that allow one’s mind to wander may hinder creative problem solving.

Suppose a firm faces a risk that is both very high frequency and very high severity. Unfortunately, this risk is associated with an activity that is essential to its business operations, meaning the activity must be continued or the business simply will not be able to operate at all.  Which of the following risk management strategies should this firm utilize to manage this difficult loss exposure?