a$.$After placing $$$$10$ comma $000$ in a savings account paying annual compound interest of $6$ percent$,$ the amount of money that will accumulate if Leslie leaves the money in the bank for $1$year$($s$)$ is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $2$

If she leaves the money in the bank for $5$years$,$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $3$

If she leaves the money in the bank for $15$years$,$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $4$

b$.$ If Leslie moves her money into an account that pays $8$ percent compounded annually for $1$year$($s$),$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $5$

If Leslie moves her money into an account that pays $8$ percent compounded annually for $5$years$,$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $6$

If Leslie moves her money into an account that pays $8$ percent compounded annually for $15$years$,$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $7$

If Leslie moves her money into an account that pays $10$ percent compounded annually for $1$year$($s$),$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $8$

If Leslie moves her money into an account that pays $10$ percent compounded annually for $5$years$,$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $9$

If Leslie moves her money into an account that pays $10$ percent compounded annually for $15$years$,$ the amount of money that will accumulate is $$$

$$

enter your response here. $($Round to the nearest$$ cent.$)$

Part $10$

c$.$What conclusions can you draw about the relationship between interest$$ rates, time, and future sums from the calculations you just$$ did?