Suppose your company wishes to set up a sinking fund in order to save enough money in an account so that it can repay bondholders at some point in the future. Let's assume that your company has issued $$1,000,000$ in bonds in $10$ years and the interest rate you can earn on your savings account is$8\%$ How much must the company put aside today each year so that at the end of $10$ years it will have $$1,000,000$ in the account. $(2)$ using the above, if the company needs to save $$1,000,000$ but could earn $12\%$ on your money in the savings account. How will that affect your answer. $(3)$ Still using the above, exactly how much would you need to set aside each year to have $$1,000,000$ in the savings account if you were earning $12\%$ on your money over $10$ years?