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Arisa [49]
3 years ago
10

Matt and Bree are saving for a new car. At the end of 2013, their total savings was $ 9,500 . In 2014, total savings increased t

o $ 10,225 . How much did Matt and Bree save in 2014?
Business
1 answer:
Mrac [35]3 years ago
5 0

Answer:

$725

Explanation:

The total savings made by Mat and Bree in year 2014 shall be given as follow:

Total savings in 2014=Aggregate savings in 2014-Aggregate savings in 2013

Aggregate saving in 2014=$10,225

Aggregate saving in 2013=$9,500

Total savings in year 2014=$10,225-$9,500

                                           =$725

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Last year mike bought 100 shares of dallas corporation common stock for $53 per share. during the year he received dividends of
Ronch [10]
Last year mike bought 100 shares of Dallas corporation common stock for = $53 per share
he received this year dividends of = $1.45 per share
stock is currently selling for = $60 per share
rate of return = ?
capital yield %= (60 - 53 / 53) x 100 = 0.132  x 100 = 13.2%
dividend yield % = (1.45 / 53) x 100 = 0.0273 x 100 = 2.73%
Total yield or rate of return will be = 13.2 + 2.73 = 15.94 %
7 0
3 years ago
During March, the company worked 16,000 machine-hours and produced 10,000 units. The company had originally planned to work 18,0
OLEGan [10]

Complete question:

You have just been hired by SecuriDoor Corporation, the manufacturer of a revolutionary new garage door opening device. The president has asked that you review the company’s costing system and “do what you can to help us get better control of our manufacturing overhead costs.” You find that the company has never used a flexible budget, and you suggest that preparing such a budget would be an excellent first step in overhead planning and control.

      After much effort and analysis, you determined the following cost formulas and gathered the following actual cost data for April:

                                          Actual Cost in April

 Utilities    $16,700 plus $.14 per machine-hour      $ 21,020    

 Maintenance   $38,300 plus $1.50 per machine-hour   $ 59,100    

 Supplies      $.40 per machine-hour          $ 7,000    

 Indirect labor  $94,700 plus $1.80 per machine-hour   $ 128,000    

 Depreciation   $68,400    $ 70,100  

During March, the company worked 16,000 machine-hours and produced 10,000 units. The company had originally planned to work 18,000 machine-hours during March.

Solution:

1. The activity variances are shown below:

                              SecuriDoor Corporation

                                   Activity Variances

                         For the Month Ended March 30

                                Planning Budget    Flexible Budget    Activity  Variances

Machine-hours (q)          18,000                16,000  

Utilities ($16,700 + $.14q)   $ 19,220         $ 18,940               $ 280   F

Maintenance ($38,300 + $1.50q)  65,300     62,300           3,000   F

Supplies ($.40q)               7,200                6,400                 800   F

Indirect labor ($94,700 + $1.80q)  127,100     123,500       3,600   F

Depreciation ($68,400)    68,400           68,400           0     None

Total                                $ 287,220       $ 279,540              $ 7,680   F

2. The spending variances are computed below:

                               SecuriDoor Corporation

                              Spending Variances

                          For the Month Ended March 30

                                    Flexible Budget    Actual Results  Spending Variances

 Machine-hours (q)         16,000                16,000  

Utilities ($16,700 + $.14q)   $ 18,940         $ 21,020           $ 2,080   U

Maintenance ($38,300 + $1.50q)  62,300     59,100        3,200   F

Supplies ($.40q)               6,400                7,000                600   U

Indirect labor ($94,700 + $1.80q)   123,500     128,000     4,500   U

Depreciation ($68,400)     68,400           70,100                1,700   U

Total                               $ 279,540            $ 285,220  

8 0
3 years ago
In the context of project management, a task duration is always the same as the amount of work (effort) it takes to finish the t
Mashutka [201]

Answer:

False

Explanation:

The statement that says that in the context of project management, a task duration is always the same as the amount of work (effort) it takes to finish the task is false because the effort is the time a person needs to finish a task while the duration is the period of time that a person has to finish it. For example, an employee has a task that takes forty hours of work to finish it but he has a month to do it. In this case, the effort is forty hours but the task duration is one month.

4 0
3 years ago
Refer to the following table to answer the following questions:
sineoko [7]

Answer:

Following are the answer to this question:

In question first, the answer is "Option d".

In question second, the answer is "Option e".

In question third, the answer is "Option e".

In question fourth, the answer is "Option e ".

In question fifth, the answer is "Option b".

Explanation:

Given values:

Checkable \ deposits =  \$ 400,000,000\\Currency = \$ 340,000,000\\Traveler's \ checks = \$ 4,000,000\\Money \ market \ mutual \ funds = \$ 50,000,000\\Small \ time \ deposits = \$ 6,000,000\\Savings \ deposits = \$ 850,000,000\\

Solution:

  • \text{M1= currency +checkable deposits + travellers check}

    = $400000000+$340000000+$4000000

    = $744000000

\bold{\text{M2 = M1 +money market mutual funds + small time deposit+ saving deposit}}

      =  $744000000 + $50000000+$6000000+$850000000

       = $1,650,000,000

  • Saving account deposits, which means its amount of money increased throughout the M2 portion regular savings account. So M2 will grow  
  • Its increase in the number of employees may not impact the balance sheet with banks, because each bank maintains its entire cash flow
  • For banks, loans are investments if they're lending money as a bank to people. So, it's on income statement asset side
3 0
3 years ago
HI Corporation is considering the purchase of a machine that promises to reduce operating costs by the same amount for every yea
Alexus [3.1K]

Answer:

Annual savings = 61,746.

Explanation:

The Net Present Value (NPV) is the difference between the present value (PV) of cash outflows  and PV of cash inflow

At the internal rate of return the PC of annual cash savings will be equal to the investment cost

Initial cost = 211980

PV = annual cash savings = A× (1- (1+r)^(-n)/ r

A=?  r-internal rate of return, 14%, n-number of years- 5

211980 = A  (1- (1.14)^(-5)/ 0.14

211,980 = A× 3.433080969

A= 211,980/3.43308

A= 61746.28619

Annual savings = 61,746.

5 0
3 years ago
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