HELP cost and revenues

matty ellis
matty ellis Registered Posts: 4 New contributor 🐸
I found some material and seems so long ago I did a lot of this.

I am fine with most of it just a few daft things.

On the cbt 1 on AAT 2.5B how do I get the payback period 2 years and 4 months :s

honestly tried loads of combinations on a calculator and can't seem to get it.

thanks in advance.

Comments

  • Nps
    Nps Registered Posts: 782
    Hi,

    You get the answer by using the actual sales flow values, not the present value ones. So in year 1 you recoup £300 of the £900 outlay, in year 2 you recoup £410, leaving £190 to recoup in year 3. In year 3 you recoup £610 so that is £50.8333 per month. 190/50.8333 = 3.73 or thereabouts meaning the full cost of the machine is not recouped until the end of the 4th month of year 3, or 2 years 4 months.
  • mentorkeith
    mentorkeith Registered Posts: 74 Epic contributor 🐘
    Or you could take the remaining £190 divide by the total for 3rd year £610
    190/610. This gives you a portion of the year that it takes to collect the payback = 0.3114754098360656 (equivilent to 31.1475% of the year) , then multiply 0.3114754098360656 by 12 months to give you the number of months it takes within the year = 3.737704918032787 or 3.74 months = 4 months. Answer = 2 years 4 months.
  • mentorkeith
    mentorkeith Registered Posts: 74 Epic contributor 🐘
    To simplify:
    £190 divide by £610 multiply by 12. Easier to do this way because you don't need to retype part of the calculation but do all 3 one after the other on your calculator to give you 3.74 months
  • SammyRPA
    SammyRPA Registered Posts: 26 Dedicated contributor 🦉
    So glad this question was asked I couldn't get it either ha!
  • matty ellis
    matty ellis Registered Posts: 4 New contributor 🐸
    Hi thanks for the help and sorry for the late reply, I passed my cost and revenue exam :)
  • Jo Clark
    Jo Clark Registered Posts: 2,525 Beyond epic contributor 🧙‍♂️
    Congratulations matty :o
    ~ An investment in knowledge always pays the best interest ~
    Benjamin Franklin
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