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The graph below models the value of an investment account in dollars (shown on the vertical axis) in terms of the number of years since the account was opened (shown on the horizontal axis). The account has a APR of 10%. You can control the initial account value, P, and the number of times interest is compounded each year, n, using the sliders a. The APR for this account is b. By moving the top slider you can change the intial abcount value from *it c. By moving the bottom slider you can change the number of times interest compounds per year from to d. Which of the following statements are tnue? Select all that apply. The largest account value when t=20 occurs when P=1000 and n=1. Increasing the number of times interest is compounded each year increases the future account value for all values of t. Increasing the initial deposit amount increases the future account value for all values of t A larger initial deposit has a more significant impact on the funure account value than the number of times interest is compotinded each year. The graph below models the value of an investment account in dollars (shown on the vertical axis) in terms of the number of years since the account was spened (shown on the horizontal axis). The account has an APR of 10%. You can control the initial account value, P, and the number of times interest is compounded each year, n, using the sliders. r (the inua accoun value) and n (the nimber of tumes interest is compounded each ysar)