2. Using a timeline, plot the payment streams for each of the following increasing annuity functions: (la)m; (l)ni (Ta)ni (la)m- Using your timeline, place (la)ni, (l)n, and (I)n in order of size, from largest present value to smallest (assuming a positive interest rate applies). How would your answer change if the interest rate was 0%? How does the value of (Ta)n compare in size to the values of the other three increasing annuities? 2. Using a timeline, plot the payment streams for each of the following increasing annuity functions: (la)m; (l)ni (Ta)ni (la)m- Using your timeline, place (la)ni, (l)n, and (I)n in order of size, from largest present value to smallest (assuming a positive interest rate applies). How would your answer change if the interest rate was 0%? How does the value of (Ta)n compare in size to the values of the other three increasing annuities