Answer:
Option C
Explanation:
Clearly placed, the right response is obvious through the sentence 'Harry assumes, on the another side, that any improvement in governmental expenditures will have a huge effect on GDP.' Comparison is made with the result with utilizing the economic management instrument, that is, budget expenditures and taxation.
Thus, from the above we can conclude that the correct option is C.
The correct answer to this open question is "the lost-horse forecasting."
In 2019, a marketing manager for New Balance’s Fresh Foam Zante shoe needs to forecast sales through 2021. She begins with the known totals for 2018 and adjusts for positive factors like acceptance of new high-tech designs and great publicity, and for negative factors like higher inflation and predicted moves by the competition. This type of forecast is referred to as <u>lost-horse forecasting.</u>
In this kind of forecast, you first take into consideration the last known value of the article that is going to be forecasted, writing all the factors that might affect it in the forecast. Then you have to evaluate if that would have a positive or negative influence or impact in the article. Finally, you project a feasible situation.
Answer:
Résumés should be written in complete sentences. ... When selecting words to include in a résumé, they should be complex in nature.
All of them :) All those reasons.
Answer:
Option (a) is correct.
Explanation:
Given that,
Initial Quantity supplied = 10,000
New quantity supplied = 15,000
Initial price = $5
Price elasticity of demand = 1.8
Percentage change in quantity supplied:
= [(New quantity supplied - Initial Quantity supplied) ÷ Initial Quantity supplied] × 100
= [(15,000 - 10,000) ÷ 10,000] × 100
= (5,000 ÷ 10,000) × 100
= 50%
Let the new price be x,
Percentage change in price:
= [(New price - Initial price) ÷ Initial price] × 100
= [(x - $5) ÷ $5] × 100
= (x - 5) × 20
= 20x - 100
Therefore,
Price elasticity of demand = Percentage change in quantity supplied ÷ Percentage change in price
1.8 = 50 ÷ (20x - 100)
1.8 (20x - 100) = 50
36x - 180 = 50
36x = 230
x = 5
Hence, the new price per pound of walnuts is $5.
