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2 years ago

Mission Foods produces two flavors of tacos, chicken, and fish, with the following characteristics:

Business

1 answer:

postnew [5]2 years ago

7 0

Answer:

1. $858,000

2. Chicken = 24,000 units and Fish = 36,000 units

Explanation:

The computation is shown below:

1. The anticipated level of profits for the expected sales volumes is

= Expected sales of chicken × (Selling price per taco - Variable cost per taco) + Expected sales of fish × (Selling price per taco - Variable cost per taco) - total fixed cost

= 200,000 × ($3 - $1.50) + 300,000 × ($4.50 - $2.25) - $117,000

= $300,000 + $675,000 - $117,000

= $858,000

2. The break even volume is

Let we assume the sale units be X

So, total units sold for chicken = 40X

And, for the fish it is = 60X

Sale units of chicken × (Selling price per taco - Variable cost per taco) + Sale units of chicken × (Selling price per taco - Variable cost per taco) = Total Fixed cost

0.40X × (3 – 1.50) + 0.60X × (4.50 – 2.25) = $117,000

0.60X + 1.35X = $117,000

1.95X = $117,000

So, the X is 60,000 units

So for chicken it is 60,000 × 40% = 24,000 units

And for fish it is 60,000 × 60% = 36,000 units

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2 years ago

When contemplating stopping distances, the three critical factors to be considered are

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Toys-For-All is a toy manufacturing company. As the new production manager, Craig notices that the production unit has been unde

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Answer:

Procedure that is used in order to produce the desired quantity of products being produced.

Explanation:

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2 years ago

You buy an eight-year bond that has a 5.50% current yield and a 5.50% coupon (paid annually). In one year, promised yields to ma

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Answer:

The correct answer is 0.02%.

Explanation:

According to the scenario, the given data are as follows:

Face Value = $1,000

Coupon rate = 5.5%

Coupon Payment = $1,000 x 5.50% = $55

Yield to Maturity = 6.50%

Time period = 7 years

So, we can calculate the holding period return by using following method:

Holding-period return = [(Coupon Payment + ( Price of bond after one year - Face value)) ÷ Face value] x 100

Where, Price of bond after one year = PV of coupon payment + PV of FV

= $55[PVIFA 6.50%, 7 Years] + $1,000[PVIFA 6.50%, 7 Years]

= [$55 × 5.48452] + [$1,000 × 0.64351]

= $945.15 ( Refer to PVIFA table)

So by putting the value in the formula, we get

= [{$55 + ($945.15 - $1,000)} ÷ $1,000] x 100

= [$0.15 ÷ $1,000] x 100

= 0.02%

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2 years ago

A portfolio consists of the following two funds. Fund A Fund B $ Invested $ 12,000 $ 8,000 Weight 60 % 40 % Exp Return 15 % 12 %

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Answer:

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standard deviation of portfolio

= 13.8% - 3.6%

173.11%

= 0.05892

= 0.059

workings

Return of portfolio = Ra*wa + Rb*Wb

= 15%*0.6 + 12%*0.4

= 9% + 4.8% = 13.8%

Standard deviation of portfolio = square root of variance

= √ stdA²wa² + stadB²wb² + 2wawbcorrAB

= √(24%*0.6)² +(14%*0.4)² + 2*0.6*0.4*1.27

= √207.36% + 31.36% + 0.6096

= √2.9968

= 1.73

= 173.11%

Explanation:

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2 years ago