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zhuklara [117]
3 years ago
6

Bailey Corporation manufactures and sells a number of products, including Product G. Results for last year for the manufacture a

nd sale of Product G are as follows: Sales $750,000 Less expenses: Variable production costs $450,000 Sales commissions 110,000 Salary of product manager 95,000 Fixed product advertising 80,000 Fixed manufacturing overhead 70,000 805,000 Net operating loss ($55,000) Assume that dropping Product G would result in a $40,000 increase in the contribution margin of other product lines. If Bailey chooses to drop Product G, then the change in net operating income next year due to this action will be a: Bailey is trying to decide whether or not to discontinue the manufacture and sale of Product G. All expenses other than fixed manufacturing overhead are avoidable if the product is dropped. None of the fixed manufacturing overhead is avoidable. by Dropping G and increasing the contribution margin of other products will cause an increase of $25,000
Business
1 answer:
snow_lady [41]3 years ago
8 0

Answer:

Effect on income= $25,000 increase

Explanation:

Giving the following information:

Sales $750,000

Variable production costs $450,000

Sales commissions 110,000

Salary of product manager 95,000

Fixed product advertising 80,000

Fixed manufacturing overhead 70,000

Net operating loss ($55,000)

Assume that dropping Product G would result in a $40,000 increase in the contribution margin of other product lines.

We need to calculate the effect of dropping Product G.

Effect on income= - Net operating loss + increase in contribution margin - fixed overhead costs

Effect on income= 55,000 + 40,000 - 70,000= 25,000 increase

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Horses cost $10, pigs cost $3, and rabbits are only $0.50. A farmer buys 100 animals for $100, How many of each animal did he bu
VMariaS [17]

Answer:

The correct answer to the following question is that there are 5 horses, 1 pig and 94 rabbits.

Explanation:

Given information -

Horses cost = $10

Pigs = $3

Rabbits = $.50

There are total of 100 animals, which are bought for $100 in total.

So by using simple equations we can solve this problem,

where let number of horses be x

number of pigs be y

number of rabbits be z

so the first equation that we can make by using given information is -

x + y + z = 100 (total of 100 animals bought )  _ _ equation 1

10 x + 3 y + .5 z = $100 _ _ equation 2

Now multiplying equation 2 by 2 and then subtract that from equation 1

(10 x + 3 y + .5 z = $100) x 2

= 20 x + 6 y + z = $200  _ _ equation 3

Now subtracting equation 3 from 1 -

20 x + 6 y + z = $200

          -

x + y + z = 100

19 x + 5 y = 100

Here 19 x and 5 y have to be a multiple of 5 ( where x and y are integers ), therefore the only possible value of x here can be 5 and if the value of x =5 , then the value of y will be equal to 1,

19 x 5 + 5 x 1 = 100

Now putting the value of x and y in equation 2,

10 x 5 + 3 x 1 + .5 x z = $100

50 + 3 + .5 z = 100

.5 z = 47 ( 100 - 53 )

z = 47 / .5

z = 94

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3 years ago
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