For:
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QUESTIONS:
Given the following information:
UNIT SOLD
|
SALES
|
COSTS
|
20,000
|
N40,000
|
N 80,000
|
40,000
|
N 80,000
|
N 100,000
|
60,000
|
N 120,000
|
N 200,000
|
80,000
|
N 160,000
|
N 140,000
|
100,000
|
N 200,000
|
N 160,000
|
120,000
|
N 240,000
|
N 180,000
|
Compute the degree of operating
leverage at 100,000 units and 80,000 units of output and explain your findings.
ANSWERS:
Formula for Degree of Operating
Leverage:
DOL = % change in profit
%change in unit sold
UNIT SOLD
|
SALES
|
COSTS
|
PROFIT
|
20,000
|
N40,000
|
N 80,000
|
-40,000
|
40,000
|
N 80,000
|
N 100,000
|
-20,000
|
60,000
|
N 120,000
|
N 200,000
|
-80,000
|
80,000
|
N 160,000
|
N 140,000
|
20,000
|
100,000
|
N 200,000
|
N 160,000
|
40,000
|
120,000
|
N 240,000
|
N 180,000
|
60,000
|
You compute the profit first before
you solve by doing this: Sales – Costs; i.e. 40,000-80,000 = -40,000. That is
how we got the first -40,000. You will continue like that in the next row.
After that, we can now calculate the
Degree of Leverage as thus:
DOL = 60,000 – 40,000
40,000
DOL = 20,000
40,000
DOL = 0.5
We got 60,000 and the 40,000 figure is from
the profit.
We just solved for sales and we are
going to solve for units:
The same steps.
DOL = 120,000 – 100,000
100,000
DOL = 20,000
100,000
DOL = 0.2
Finally, you calculate all together
like this:
DOL = 0.5
0.2
DOL = 2.5
This calculation is for 100,000
units. You are going to calculate for
80,000. Let me give you a hint on it: you will start by using the figure of
100,000 when calculating for 80,000.
Because, we use the figure of 120,000 when we calculated for 100,000.
So the figures for sale in 80,000
are: 40,000 and 20,000 respectively.
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