This should be made using the factors(image2). Without using excel functions.

Exercise 2. Mary has decided to apply to an investment opportunity of an income project for 6 years, in which the project coordinators offer you an increase in the rate of return of 5% per year starting from a 1% rate that is maintained for the first 3 years. If the profits obtained each year are $5000 during the first three years, $ 8,500 during year 4, $ 6,500 during year 5 and RD $ 7,000 During year 6, how much should Mary initially invest? What would be the profits expressed as an equivalent uniform series? P = 1000(P/A,%1,5) + 100(P/G,%i,4)(P/F,%i,1) P = 1000(P/F,1,1) + 1000(P/F,1,2) + 1100(P/F,1,3) + 1200(P/F,1,4) + 1300(P/F,1,5) FACTORES $1100 $1200 $1300 (c) $1000 $1000 i= dado 3 5 P = ? P= 1000(P/A,1,2)+((1100(P/A,1,3)+100(P/G,1,3)/(P/F,1,2) P = 1000(P/F,1,1)+ [1000(P/A,1,4)+100(P/G,1,4))(P/F,1,1 (d) $100 $150 $150 i= dado E 3 F