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ivolga24 [154]
4 years ago
8

Suppose an oligopolistic producer assumes its rivals will ignore a price increase but match a price cut. In this case the firm p

erceives its:
A) demand curve as being of unit elasticity throughout.
B) supply curve as kinked, being steeper below the going price than above.
C) demand curve as kinked, being steeper below the going price than above.
D) demand curve as kinked, being steeper above the going price than below
Business
1 answer:
andreyandreev [35.5K]4 years ago
6 0

Answer: C) demand curve as kinked, being steeper below the going price than above.

Explanation:

For an oligopolistic producer, who assumes that its rival would ignore a price increase but match a price cut, the perception of the firm about it demand curve is that it would be kinked, being steeper below the going price than above.

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Answer:

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Explanation:

the first withdrawal is $50,000

the second is $51,500

and so on...

the formula that used to solve the interest rate earned by the annuity is:

$50,000 x {[(1 + i)³⁰ - (1 + 3%)³⁰] / [(1 + i)³⁰ x (i - 3%)]} x (1 + i) = $5,000 x {[(1 + i)³⁰ - (1 + 3%)³⁰] / (i - 3%)}

we start to simplify the equation by cancelling  {[(1 + i)³⁰ - (1 + 3%)³⁰] / (i - 3%)}

[$50,000 x (1 + i)] / (1 + i)³⁰ = $5,000

now we cancel $5,000 on each side:

[10 x (1 + i)] / (1 + i)³⁰ = 1

now lets take away (1 + i):

10 / (1 + i)²⁹ = 1

things get a little bit more simple now:

10 = (1 + i)²⁹

²⁹√10 = ²⁹√(1 + i)²⁹

1.082636734 = 1 + i

i = 1.082636734 - 1 = 0.082636734 = 8.2636734%

now we replace i in any equation:

= $50,000 x {[(1 + 0.082636734)³⁰ - 1.03³⁰] / [(1 + 0.082636734)³⁰ x (0.082636734 - 0.03)]} x (1 + 0.082636734)

= $50,000 x  {[10.82636738 - 2.427262471] / [10.82636738 x 0.052636734]} x (1 + 0.082636734)

= $50,000 x  {8.399104909 / 0.56986462} x (1.082636734)

= $50,000 x 14.73877236 x 1.082636734

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3 years ago
You need to accumulate $10,000. To do so, you plan to make deposits of $1,100 per year - with the first payment being made a yea
guapka [62]

Answer:

Explanation:

Using future annuity formula

Fv = Pmt ( (1+r)ⁿ -1 )/ r

\frac{FVr}{Pmt}  + 1 = (1+r)ⁿ

In ( \frac{FVr}{Pmt} + 1) = n In ( 1+r)

n =  In ( \frac{FVr}{Pmt} + 1)  / In ( 1 + r)

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6 0
4 years ago
Pasadena Candle Inc. budgeted production of 730,000 candles for the January. Wax is required to produce a candle. Assume 13 ounc
Olin [163]

Answer:

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Explanation:

Giving the following information:

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Direct material required for each unit:

13 ounces of wax

The estimated January 1 wax inventory is 18,600 pounds.

The desired January 31 wax inventory is 13,600 pounds.

Candle wax costs $1.60 per pound.

The direct material purchases are determined by the production requirements, the beginning inventory, and the ending inventory.

First, we need to calculate the amount of wax for the period:

Production= 730,000 candles*13 ounces= 9,490,000 ounces

In pounds= 9,490,000/16= 593,125 pounds.

Direct material budget (in pounds)= Production for the month + ending inventory - beginning inventory

Direct material budget (in pounds)= 593,125 + 13,600 - 18,600= 588,125

Direct material budget ($)= 588,125*1.6= $941,000

5 0
3 years ago
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