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ahrayia [7]
3 years ago
8

Using the midpoint method, calculate the price elasticity of demand for Gondwanaland gosum berries. Explain what this price elas

ticity of demand means
Business
1 answer:
Lelu [443]3 years ago
4 0

Answer:

The data of the question is this:

YEAR    Gosum Berries   Price Per

             Demand             Barrel

107        700                     $70

108        600                    $84

Explanation:

The Mid-Point Formula to calculate the Price Elasticity of Demand is:

[ (Q2 - Q1) / (Q2 + Q1) / 2 ] this divided by [ (P2 - P1) / (P2 + P1) / 2 ]

where Q is demand, and P is price

Now, we plug the amounts into the formulas:

[ (600 - 700) / (600 + 700) / 2 ] = -0.038

[ (84 - 70) / (84 + 70) / 2 ] = 0.045

-0.038 / 0.045 = -0.844

Thus, the elasticity of demand for gosum berries, using the midpoint method, is -0.844, however, economists use absolute values for elasticities, so -0.844 becomes 0.844

An elasticity of demand of 0.844, which is less than one, indicates inelastic demand. This means that the quantity demanded for gosum berries falls less in proportion to raises in price.

In order worlds, the coefficient of elasticity of demand measures the price sensitivity of consumer demand for a particular good or service.

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the average rate of the 36 children in the group was 55 kgs children of average weight 53 cages left the group was the what new
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Complete Question:

The average weight of the 36 children in the group was 55 kgs. 5 children of average weight 53 kgs left the group.  What was the new average weight of the group in kg​?

Answer:

The new average weight of the group = 1,715/31 = 55.32 kgs

Explanation:

Average weight of 36 children = 55 kgs

Total weight of 36 children = 1,980 (36 * 55) kgs

Average weight of 5 children = 53 kgs

Total weight of 5 children = 265 (53 * 5) kgs

When 5 children of 53 kgs average weight left the group,

the remaining 31 children (36 - 5) had total weight = 1,715 (1,980 - 265)

Therefore, the new average weight for 31 children at a total of 1,715, will be

= 1,715/31

= 55.32 kgs

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4 years ago
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Answer: b

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Answer:

The answer is C

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5 0
3 years ago
On June 30, 2012, Oriole Company issued 12% bonds with a par value of $770,000 due in 20 years. They were issued at 98 and were
Pavlova-9 [17]

Answer:

A. OLD BOND REDEMPTION :

June 30, 2021

Dr 12% Bonds payable 770,000

Dr Loss on retirement of bonds 31,570

Cr Cash 793,100

Cr Discount on bonds 8,470

NEW BOND ISSUE:

June 30, 2021

Dr Cash 1,020,000

Cr 10% Bonds payable 1,000,000

Cr Premium on bonds 20,000

B. Dec 31, 2021

Dr Interest expense 49,500

Dr Premium on bonds payable 500

Cr Cash 50,000

Explanation:

a. Preparation of the journal entries to record the redemption of the old issue and the sale of the new issue on June 30, 2021.

OLD BOND REDEMPTION :

June 30, 2021

Dr 12% Bonds payable 770,000

Dr Loss on retirement of bonds 31,570

Cr Cash 793,100

(103*770,000)

Cr Discount on bonds 8,470

(To record redemption of old bonds)

NEW BOND ISSUE:

June 30, 2021

Dr Cash 1,020,000

(1,000,000 * 102/100)

Cr 10% Bonds payable 1,000,000

(1,000,000 * 100/100)

Cr Premium on bonds 20,000

(1,000,000 * 2/100)

(To record issue of new bonds at premium)

CALCULATION for unamortized discount :

Discount at the time of issue 15,400

(2%*770,000)

Less: Discount amortised till june 30, 2021 (15,400 / 40 * 18) (6,930)

Unamortized discount 8,470

We made use of 18 because the interest was been given twice in a year which is December 31 and June 30

CALCULATION for loss on redemption :

Redemption of bonds 793,100

(103*770,000)

Less: Carrying value (761,530)

(770,000 - 8,470)

Loss on redemption 31,570

b. Preparation of the entry required on December 31, 2021, to record the payment of the first 6 months' interest and the amortization of premium on the bonds.

Dec 31, 2021

Dr Interest expense 49,500

(50,000-500)

Dr Premium on bonds payable 500

(20,000 / 40)

Cr Cash 50,000

(1,000,000 * 10% * 6/12)

(To record the interest expense for 6 months)

8 0
3 years ago
Rain spoils the strawberry​ crop, the price of strawberries rises from ​$2 to ​$4 a​ box, and the quantity demanded decreases fr
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Answer:

a. Price elasticity of demand is 3.5.

b. Demand for strawberries elastic.

Explanation:

a. Calculate the price elasticity of demand over this price range.

Price elasticity of demand can be calculated as the percentage change in price divided by percentage change in quantity demanded.

We can therefore proceed as follows:

Percentage change in price = [(4 - 2) ÷ 2] × 100 = 100%

Percentage change in quantity demanded = [(1,400 - 1,000) ÷ 1,400] × 100 = 28.57%

Price elasticity of demand = 100% ÷ 28.57% = 3.5

Therefore, the price elasticity of demand over this price range is 3.5.

b. Describe the demand for strawberries.

Since the calculated price elasticity of demand of 3.5 is greater 1, this implies that demand for strawberries elastic. That is, customers are sensitive and more responsive to the change in price of strawberries.  

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