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Kay [80]
3 years ago
12

Lucinda buys a new gps system for​ $250. she receives consumer surplus of​ $75 from the purchase. what value does lucinda place

on her gps​ system
Business
1 answer:
jok3333 [9.3K]3 years ago
6 0
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The banking system in the united states is referred to as a fractional reserve banking system because?
zhuklara [117]

The banking system in the United States is referred to as a fractional reserve bank system because banks hold a fraction of deposits on reserve.

The Reserve bank of India chiefly referred to as RBI is India's valuable financial institution and regulatory frame chargeable for the regulation of the Indian banking gadget. It is below the possession of the Ministry of Finance, authorities of India. It's miles chargeable for the manipulation, difficulty, and maintaining delivery of the Indian rupee.

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5 0
1 year ago
Green Grocer and Futurity Farms enter into an agreement whereby Futurity will supply Green Grocer with 200 dozen eggs every two
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Answer: a, provides 30 days' notice to futurist of its desire to terminate.

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6 0
3 years ago
Click this link to view O*NET’s Skills section for Film and Video Editors. Note that common skills are listed toward the top, an
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6 0
3 years ago
Consider a portfolio of stocks X, Y, Z whose returns in various economic conditions are set forth below.
jeka57 [31]

Answer:

The expected return is 10.95%

Explanation:

CALCULATE THE EXPECTED RETURN OF X

State _____Probability __X_____Expected return

Boom ____ 0.25 ______22%  ___5.50%

Normal ___ 0.60 ______15%  ___ 9.00%

Recession _0.15 _______5% ___ <u>0.75%  </u>

Total ______________________<u>15.25%</u>

CALCULATE THE EXPECTED RETURN OF Y

State _____Probability __Y_____Expected return

Boom ____ 0.25 ______10%  ___ 2.50%

Normal ___ 0.60 ______9%  ____5.40%

Recession _0.15 _______8% ___ <u>1.20%  </u>

Total ______________________<u>9.10%</u>

Now calculate the weighted average return based on investment in each portfolio

Expected return = ( Expected return of Assets X x Weight of Asset X ) + ( Expected return of Assets Y x Weight of Asset Y )  

Expected return = ( 15.25% x $3000/$10000 ) + ( 9.10% x $7000/$10000 )  

Expected return = 4.575% + 6.370%

Expected return = 10.945%

Expected return = 10.95%

5 0
3 years ago
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