<u>An increase in supply</u><u> means the supply curve has shifted to the right, while </u><u>an increase in quantity supplied </u><u>refers to a movement along a given supply curve in response to an increase in price.</u>
What would shift a supply curve down and to the right?
- In contrast, a drop in input costs will cause the supply curve to move to the right. Technology.
- An increase in technology will shift the supply curve to the right. Conversely, a decrease in technology will shift the supply curve to the left.
What does it mean when the supply curve shifts to the right?
- When demand is constant and supply is increasing, the supply curve moves to the right, creating an intersection where quantity and prices are lower.
- On the other hand, a negative change in supply causes the curve to move to the left, raising prices and lowering quantity.
Which would cause a shift in the supply curve ?
- When a change is brought about by a source other than price, the supply curve shifts.
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Answer:
unit of account, a store of value, and a medium of exchange.
Explanation:
Functions of money
1. Medium of exchange : money can be used to exchange for goods and services. For example, money serves as a medium of exchange when you pay $20 for your favourite jeans
2. Unit of account : money can be used to value goods and services, For example, $20 is the value of your favourite jeans
3. Store of value : money can retain its value over the long term, this it can be used as a store of value
The Acid-test ratio of Blushing Co,. is 1.25.
Acid-test ratio is also known as the quick ratio. It is the ratio of a firm's current assets to its current liabilities. It is a type of liquidity ratio. Liquidity ratio measures the ability of a firm to meet its short term obligation. The higher the acid-test ratio, the higher the liquidity of the firm.
Acid test ratio = (current asset - inventory) / current liabilities
- Current assets - inventory = $105,000 - $60,000 = $45,000
- Current liabilities = $60,000
- Acid-test ratio = $45,000 / $60,000 = 0.75
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Answer:
9.62%
Explanation:
Re = Rf + (B x Rp)
Re = cost of equity = 9.775%
Rf = risk free rate = 4%
B = beta = 1.05
Rp = risk premium = ?
Rp = (Re - Rf) B = (9.775% - 4%)/1.05 = 5.5%
Re portfolio = Rf + {Rp x [(B₁ x $5/$5.5) + (B₂ x $0.5/$5.5)]}
Re portfolio = 4% + {5.5% x [(1.05 x $5/$5.5) + (0.75 x $0.5/$5.5)]}
Re portfolio = 4% + {5.5% x [0.9545 + 0.0682]}
Re portfolio = 4% + 5.6249% = 9.62%
Answer:
The risks of a penetration pricing policy is that you may lose money and never see a return on it. A benefit of the penetration pricing policy is that most the time you will pull people in with the low prices and most the time you will make back the money you invested.
Explanation:
Hopefully that helps!
