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podryga [215]
3 years ago
7

Ming got a 5% raise in her salary from last year. this year she is earning $42,000. how much did she make last year?

Business
1 answer:
Roman55 [17]3 years ago
6 0
<span>If Ming is earning an annual salary of $42,000 after receiving a 5% raise from last year's salary, her previous salary would equal $39,900. Five percent of $42,000 is $2100; subtracting $2100 from $42,000 equals a $39,900 salary for Ming's previous employment year.</span>
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In functions of business, what is an example of management?
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The four primary functions of managers are planning, organizing, leading, and controlling. By using the four functions, managers work to increase the efficiency and effectiveness of their employees, processes, projects, and organizations as a whole.

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Prock Petroleum's stock has a required return of 15%, and the stock sells for $60 per share. The firm just paid a dividend of $1
Ganezh [65]

Answer:

Price =[PVF15%,1*D1]+[PVF15%,2*D2]+[PVF15%,3*D3]+[PVF15%,4*D4]+[PVF15%,4*Terminal value at year4 ]

60 = [.86957* 1.3]+[.75614*1.69]+[.65752*2.197]+[.57175*2.8561]+[.57175*TV]

     = 1.1304+ 1.2779+ 1.4446+ 1.6330+ .57175TV

60 = 5.4859+.57175TV

Terminal value = [60-5.4859]/.57175

         = 54.5141/.57175

       = $ 95.3460

Terminal value=D4(1+g)/(Rs-g)

95.3460 =2.8561(1+g)/(.15-g)

95.3460(.15-g)= 2.8561-2.8561g

  14.3019- 95.3460g = 2.8561-2.8561g

   95.3460g-2.8561g = 14.3019-2.8561

     92.4899 g = 11.4458

   g = 11.4458/92.4899

        = .1238 or 12.38%

Growth after year4 = 12.38%

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D2 =1.3(1+.3)=1.69

D3 = 1.69(1+.3)= 2.197

D4= 2.197(1+.3)= 2.8561

6 0
3 years ago
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Answer:

1-Shortage

2- fall

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6 0
3 years ago
A bond with a $1,000 face value and a 10 percent annual coupon rate matures in 15 years. a. Determine the value of the bond to a
Licemer1 [7]

Based on the details given, the following are true:

  • a. Value of bond = $806.09
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<h3>Value of Bonds </h3>

First find coupon:

= 10% x 1,000

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Bond A

<em>= (Coupon x Present value interest factor of annuity, 13%, 15 years) + Face value of bond / ( 1 + 13%)¹⁵</em>

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Bond B

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In conclusion, Bond B is overvalued so your friend should pick Bond A.

Find out more on Bond price calculation at brainly.com/question/25365327.

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