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slega [8]
1 year ago
12

Get Smart University is contemplating an increase in tuition to enhance revenue. If GSU feels that raising tuition would enhance

revenue, it is
Business
1 answer:
AlladinOne [14]1 year ago
4 0

If GSU feels that raising tuition would enhance revenue, it is assuming that the demand for university education is inelastic.

  • The quantity of a good that consumers are willing and able to buy at different prices during a specific time period is known as demand in economics. The demand curve is another name for the relationship between price and quantity demand.
  • A change in demand whose percentage is less than a change in price. Demand is said to be inelastic, for instance, if the price of a good increases by 25% but drops in demand by just 2%.
  • When there is a small change in the quantity demanded when the price changes, a good or service has inelastic demand. The term "price inelasticity of demand" is another name for this. An example of inelastic demand is gasoline, where individuals generally buy the same amount even when prices rise.

Thus this is the answer.

To learn more about Demand, refer: brainly.com/question/1245771

#SPJ4

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You have $100,000 to invest in either Stock D, Stock F, or a risk-free asset. You must invest all of your money. Your goal is to
sergiy2304 [10]

Answer:

You will invest <u>$18,000</u> in Stock F.

Explanation:

This can be calculated using the portfolio return formula as follows:

PR = (wD * rD) + (wF * rF) + (wR * rR) ............................ (1)

Where;

PR = Portfolio expected return = 10.7%, or 0.107

wD = Weight of the amount invested in Stock D = Amount invested in Stock D / Total amount invested = $50,000 / $100,000 = 0.50

rD = Expected Return from Stock D = 14.2%, or 0.142

wF = Weight of the amount invested in Stock F = Amount invested in Stock F / Total amount invested = ?

rF = Expected Return from StocK F = 10.1%, or 0.101

wR = Weight of the amount invested in risk free = 1 - wD - wF = 1 - 0.50 - wF = 0.50 - wF

rR = Expected Return from Risk free = 5.6%, or 0.056

Substitute all the values into equation (1), we have:

0.107 = (0.50 * 0.142) + (wF * 0.101) + ((0.50 - wF) * 0.056)

0.107 = 0.071 + (wF * 0.101) + ((0.50 * 0.056) - (wF * 0.056))

0.107 - 0.071 = (wF * 0.101) + 0.028 - (wF * 0.056)

0.036 - 0.028 = (wF * 0.101) - (wF * 0.056)

0.008 = wF(0.101 - 0.056)

0.008 = wF0.045

wF = 0.008 / 0.045

wF = 0.18

Since,

wF = Amount invested in Stock F / Total amount invested

We then substitute and solve for Amount invested in Stock F as follows:

0.18 = Amount invested in Stock F / $100,000

Amount invested in Stock F = 0.18 * $100,000 = $18,000

Therefore, you will invest <u>$18,000</u> in Stock F.

8 0
3 years ago
Lily created comment cards to give to customers during the month of July. She takes all the feedback she received and determines
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Ceteris paribus, for the owner of a sawmill, lumber and the sawdust that go into particle board are
Katyanochek1 [597]
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2 years ago
A firm has actual sales in November of $1,000 and projected sales in December and January of $3,000 and $4,000, respectively. Th
Valentin [98]

Answer:

(B) $2,100

Explanation:

5 0
3 years ago
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At a volume of 5,000 units, Pwerson Company incurred $32,000 in factory overhead costs, including $14,000 in fixed costs. If vol
shusha [124]

Answer:

If volume increases to 6,000 units and both 5,000 units and 6,000 units are within the relevant range, the company would expect to incur total factory overhead costs of $35,600

Explanation:

At a volume of 5,000 units, Pwerson Company incurred $32,000 in factory overhead costs, including $14,000 in fixed costs.

The variable in factory overhead costs = $32,000 - $14,000 = $18,000

The variable in factory overhead costs per unit = $18,000/5,000 = $3.6

Both 5,000 units and 6,000 units are within the relevant range. Therefore, when volume increases to 6,000 units, fixed costs are not change.

The variable in factory overhead costs = $3.6 x 6,000 = $21,600

Total factory overhead costs = $21,600 + $14,000 = $35,600

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