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U Question 5 1.25 pts You are going to invest $1,000 today in a fund today. After 10 years, you want to have exactly $2,500 in the fund. If the interest rate is compounded annually, what interest rate is needed to achieve this? Question 2 Part A: Choose the correct Cash Flow Diagram for this scenario from the following choices Option F-$2,500 10 P-$1,000 https://canvas.oregonstate.edu/files/86397162/download?download frd-1 Option @ Option D F$2.500 10 1 Pe$1,000 https://canvasoregonstate.edu/files/86397162/download download frd1 0 Option a F-$2.500 Po $1.000 1 11 17 https:/oregonstate Instructure.com/files/86361088/download download frd-1 e 0 Option -$1,000 I https:oregonstate Instructure.com/files/86361088/download download frd 1 e O Option P = $1,000 I? 11 1 F-$2,500 https:/oregonstate Instructure.com/files/86361090/download?download frd-1 O Option Fo$2.500 10 P $1,000 https:/oregonstate instructure.com/files/86361086/download download frd1 Question 6 1.25 pts You are going to invest $1,000 today in a fund today. After 10 years, you want to have exactly $2,500 in the fund. If the interest rate is compounded annually, what interest rate is needed to achieve this? Question 2 Part B: Identify the correct Function Notation for this scenario. $2500 = $1000 (P/F. 1. 10) $2500 - $1000. (F/P.1.9) $2500 - $1000 * (P/F, 1.9) O $2500 - $1000 (F/P, 1, 10) Question 7 1 pts You are going to invest $1,000 today in a fund today. After 10 years, you want to have exactly $2,500 in the fund. If the interest rate is compounded annually, what interest rate is needed to achieve this? Question 2 Part C: Provide the interest rate. Enter your answer in the form: 1.23 (Example: for an interest rate of 1.23% enter 1.23) Question 8 0.5 pts You are going to invest $1,000 today in a fund today. After 10 years, you want to have exactly $2,500 in the fund. If the interest rate is compounded annually, what interest rate is needed to achieve this? Question 2 Part D: Provide a statement to your answer in Part C. The interest rate from Part C compounded annually is needed to have exactly $2,500 in an account after 10 years, The interest rate from Part C compounded annually is needed to have exactly $2,500 in a fund. The interest rate from Part C. The interest rate from Part C compounded annually is needed to have exactly $2,500 in an account after 10 years if you invest $1,000 in a fund today