Calculate the future values for Dawn and Dave$$s investments.

a$.$ Dawn invests $$2000$ each year of $10$ consecutive years, starting at age $25.$ Assume an $8\%$ annual rate of return with annual compounding. After age $35$ she no longer adds to the account, but the money continues to compound. What was Dawn$$s out$-$of$-$pocket amount? How much will Dawn have accumulated by age $65?$ Show all steps$/$work and formulas to justify your solution.