Calculate the value of BEP given that FC = Rs. 3136 and CM = Rs. 20

• A) None of these
• B) 0.0064
• C) 62720
• D) 156.80

If the value of contribution margin is 7000 and sale is 8500 then contribution rate will be

• A) 82.35%
• B) 5950%
• C) 1500%
• D) 1.214%

If break even point in unit is 432 and fixed cost is 8640 then contribution margin will be

• A) 8208
• B) 20
• C) 9072
• D) 3732

The break even point in units is 420 and the sale per unit is 45, then break even point in rupees is......

• A) 18900
• B) 21400
• C) 17600
• D) 2000

The graph below shows the average hours of sun per day over a period of one year. What was the month in which there were the least number of average hours of sun per day? data:image/jpeg;base64,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

• A) March
• B) December
• C) January
• D) June

What is the sale if the contribution margin is 320 and the variable cost is 100.

• A) 32
• B) 420
• C) 3200
• D) 220

At the break even point

• A) cash inflow is greater than cash outflow
• B) cash inflow is not equal to cash outflow
• C) cash inflow is less than cash outflow
• D) cash inflow is equal to cash outflow

Which of the following is the correct formula for calculating the sale

• A) FC + CM
• B) CM - VC
• C) CM + VC
• D) FC - CM

The graph shows the number of visitors at a museum over six days. Find the weekday when there were the greatest number of visitors in a day? data:image/jpeg;base64,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

• A) Saturday
• B) Thursday
• C) Friday
• D) Wednesday

What is contribution margin per unit if fixed cost is 3272 and break even point in units is 150

• A) 22.5
• B) 20
• C) 21.8
• D) 18

If Variable Cost is Rs.299 and Sale is Rs.360, then the value of contribution margin will be ------------------------

• A) 58
• B) 55
• C) 61
• D) 68

Define Break Even Point.

• A) It is a point at which neither a profit nor loss is made.
• B) It is a point at which either a profit or loss is made.
• C)
• D)

What is the formula of BEP in Units?

• A) FC / CM
• B) (CM / FC) * S
• C) CM / FC
• D) None of these.

If the BEP (Break Even Point) in units is 498 and the PC ( Production Capacity) is 600, then BEP as a % of capacity = __________ %.

• A) 73
• B) 63
• C) 93
• D) 83

\frac{{\sum {{{\left( {X - \bar X} \right)}^2}} }}{{N - 1}} is the formula for

• A) Standard Deviation for Population
• B) Standard Deviation for Sample
• C) Variance for Sample
• D) Variance for Population

If for a regression line of a given data set, intercept =5, \bar Y = 10,\,\,\,\,\bar X = 5 then the value of slope will be equal to …………

• A) 5
• B) 1
• C) 5/9
• D) 9/5

{\sigma ^2} = \frac{{\sum {{{\left( {X - \mu } \right)}^2}} }}{N} is the formula for

• A) Variance for Population
• B) Variance for Sample
• C) Standard Deviation for Sample
• D) Standard Deviation for Population

If for a given data set, \bar Y = 10,\,\,\,\,\bar X = 5 and the slope is equal to 1, then the intercept of regression line will be………..

• A) -5
• B) 5/9
• C) 5
• D) 9/5

In the regression line equation Y = a + bX;\,\,b is called the _______.

• A) X-intercept
• B) None of these
• C) Y -intercept
• D) Slope

In the regression line equation Y = a + bX;\,\,a\, is called the _______.

• A) None of these
• B) Y-intercept
• C) X-intercept
• D) Slope