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chool of Information Technology
1. (30 points) The following formula describes a large company’s number of viruses, V, on employee computers. The variable, t, is time, in years, since 2002. Answer the following questions showing all of your work. = 5√ + 12
a. How many viruses were reported in 2003 ( = 1)?
b. How many viruses were reported in 2006 ( = 4)?
c. How many viruses were reported in 2038 ( = 36)?
d. Using the information on number of viruses reported in the year 2003, 2006, and 2038, describe the company’s increase in viruses on employee computers since 2002.
2. (25 points) Write a prime trinomial and state why it cannot be factored.
3. (25 points) Pick three random numbers and find the greatest common factor of all three.
4. (20 points) Write the formula of the trinomial factoring and provide one example.
School of Drafting and Design
1. (30 points) The following formula describes the penalty fee, F, in thousands of dollars, a company has to pay if the building project is not completed by the deadline. The variable, t, is time, in days, past the deadline. Answer the following questions showing all of your work. = 6√ + 80
a. What is the fee if the project is completed 1 day after the deadline ( = 1)?
b. What is the fee if the project is completed 4 days after the deadline ( = 4)?
c. What is the fee if the project is completed 49 day after the deadline ( = 49)?
d. Using the information on project completion, describe the fee increase if the company does not complete the project by the agreed deadline.
2. (25 points) Write a prime trinomial and state why it cannot be factored.
3. (25 points) Pick three random numbers and find thechool of Information Technology 1. (30 points) The following formula describes a large company’s number of viruses, V, on employee computers. The variable, t, is time, in years, since 2002. Answer the following questions showing all of your work. = 5√ + 12 a. How many viruses were reported in 2003 ( = 1)? b. How many viruses were reported in 2006 ( = 4)? c. How many viruses were reported in 2038 ( = 36)? d. Using the information on number of viruses reported in the year 2003, 2006, and 2038, describe the company’s increase in viruses on employee computers since 2002. 2. (25 points) Write a prime trinomial and state why it cannot be factored. 3. (25 points) Pick three random numbers and find the greatest common factor of all three. 4. (20 points) Write the formula of the trinomial factoring and provide one example. School of Drafting and Design 1. (30 points) The following formula describes the penalty fee, F, in thousands of dollars, a company has to pay if the building project is not completed by the deadline. The variable, t, is time, in days, past the deadline. Answer the following questions showing all of your work. = 6√ + 80 a. What is the fee if the project is completed 1 day after the deadline ( = 1)? b. What is the fee if the project is completed 4 days after the deadline ( = 4)? c. What is the fee if the project is completed 49 day after the deadline ( = 49)? d. Using the information on project completion, describe the fee increase if the company does not complete the project by the agreed deadline. 2. (25 points) Write a prime trinomial and state why it cannot be factored. 3. (25 points) Pick three random numbers and find the

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