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vivado [14]
3 years ago
6

. How does analyzing fixed and variable costs help you to set a sale price that will generate profit? 2. How is profit affected

when a company produces outside it's "relevant range" (normal range of activity)? Explain?
Business
1 answer:
ELEN [110]3 years ago
4 0

Answer:

1. Apart from helping to know the average cost of a product, analyzing fixed and variable cost will help to derive the break even point.

2. Profit will go down

Explanation:

1. The size of the selling price and the variable cost determine contribution per unit of a product. Contribution per unit is Price minus variable cost. This shows the  contribution of sales revenue towards covering the fixed cost of a product.

2. Relevant range is the estimated or budgeted activity level which defines a business volume of production or operation, it is both maximum and minimum threshold within which the entity must operate to expect certain level of cost and revenue.

Sometimes fixed costs are fixed within a relevant range of activities and outside such range, fixed cost may become variable, which will all things being equal impact negatively on the price.

Also, within relevant range volume discount may be achieved and outside such range, this may be forfeited which, will also reduce profit all things being equal.

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Heather is sixteen but looks much older. she goes into a jewelry store and buys a diamond bracelet with the money she has been s
brilliants [131]
D is the right answer I suppose
6 0
4 years ago
Suppose in the short run a firm’s production function is given by Q = L 1 2 K 1 2 and that K is fixed at K = 10. If the price of
Furkat [3]

The firm’s marginal cost of production when the firm is producing 50 units of output is 33.33

Solution:

The production function is Q = \sqrt{L * K}

The initial value is 10 units. The production value is 50 units The manufacturing cycle needs work as stated below.

Q = \sqrt{L * K}

Q = \sqrt{L * 10}

L = (\frac{Q}{3.162} )^{2}

The wage rate is $15 . The following is the expense of the manufacturing process.

TC = P_{L} * L + P_{K} * K

TC = ( 15 * (\frac{Q}{3.162} )^{2} ) + [ P_{k * 10}]

The marginal production cost is really the increase in manufacturing costs as output increases by 1 point.

As listed below, the marginal cost:

TC = ( 15 * (\frac{Q}{3.162} )^{2} ) + [ P_{k * 10}]

MC = \frac{TC}{Q} = \frac{2Q}{3}

MC = \frac{2*50}{3} = 33.33

6 0
3 years ago
A bond has a 7.5% annual coupon rate with 4 years to maturity and pays annual coupon. par value is $1000
AveGali [126]

Answer:

1.1 Inflow (Coupon payment ) = $1000 * 7.5% = $75

  Year     Inflows    Pvf at 5%     Present value

      1            75        0.952381     71.43

      2            75       0.907029    68.03

      3            75       0.863838     64.79

      4            75       0.822702     61.70

      4           1000    0.822702     822.70

   Total                                       1,088.65

Price of Bond, when yield to maturity is 5% = $1088.65

1.2   Year     Inflows    Pvf at 5.2%     Present value

           1            75          0.95057           71.29

          2            75          0.9035839        67.77

          3            75          0.85892             64.42

          4            75          0.816464            61.23  

          4          1000        0.816464            816.46

Total                                                           1,081.18

Price of Bond, when yield to maturity is 5.2% =$1081.18

1.3  Change in price of Bond = (Decrease in price of bond / price of bond ) * 100

= $7.47 / 1088.65 *100

= 0.69%

Change in price of Bond when yield increases by 0.2%( i.e Decrease in price of bond)

= $1088.65 - $ 1081.18

= $7.47

1.4   Year    Inflows    Pvf at 5%       P. value    Year*P. value

        1          75          0.9523809    71.43            71.43

        2         75          0.907029       68.03           136.05

        3         75          0.863838        64.79           194.36

        4         75          0.822702        61.70            246.81

        4        1000       0.822702       822.70         3,290.81

     Total                                           1,088.65        3,939.47

Modified duration = Bond duration / ( 1+YTM)

= 3.6187 / ( 1+0.05)

= 3.446

Bond Duration = Sum of (PV of inflows) / Sum of (Year*PV of inflows)

= $3,939.47 / $1088.65

= $3.6187

1.5 % Change in price of bond = (-1 * Modified duration * % change in YTM in term of basis point)

= ( -1 * 3.446 * 0.2)

= -0.69 %

6 0
3 years ago
"A property has been assessed at $40,000. The city tax rate is 10 mills, the county tax rate is 9 mills, and the school board le
melamori03 [73]

Answer:

Amount saved by the owner is $225.

Explanation:

given,

the property has been assessed = $40,000

the city tax rate = 10 mills = 0.001

country tax rate = 9 mills = 0.009

school board levy = 9 mills = 0.008

owner gets homestead tax exemption of = ?

Homestead tax exemption is used to same money from paying tax on their property every year.

homestead tax exemption given is  $25,000

Money saved by owner = $25,000 homestead exemption × county tax rate

                                       = $25000 × 0.009

                                       = $ 225

Amount saved by the owner is $225.

3 0
3 years ago
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