Ans. =
At IRR: Present Value of Outflows = Present Value
of Inflows
Project A:
125000 = 30000/(1+r)^1 + 30000/(1+r)^2 + 120000/(1+r)^3
Now, We can find IRR by Trial and Error method.
Put IRR as 16% in this Equation and we will get Inflows Equal to Outflows.
125000 = 30000/(1.16)^1 + 30000/(1.16)^2 + 120000/(1.16)^3
125000 = 25862.1 + 22294.9 + 76878.9
125000 Outflows is approximately equal to 125000 Inflows.
So, Project
A IRR is equal to 16%.
Project B:
110000 = 20000/(1+r)^1 + 20000/(1+r)^2 + 130000/(1+r)^3
Now, We can find IRR by Trial and Error method.
Put IRR as 18.2% in this Equation and we will get Inflows Equal to Outflows.
110000 = 20000/(1.182)^1 + 20000/(1.182)^2 + 130000/(1.182)^3
110000 = 16920.5 + 14315.1 + 78721.1
110000 Outflows is approximately equal to 110000 Inflows.
So, Project B IRR is equal to
18.2%
B)
If IRR is equal to 18.18% and Minimum Acceptable Rate of return is 15%. Then obviously we should Accept then Project as the Project will be Profitable.
MARR is the minimum level of Return that
the firm want to earn
and
IRR
is the return which firm
actually earn
then
IRR
is Higher than MARR it
means firm is Earning more than what is Required to Cover all the
Costs.
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