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anyanavicka [17]
2 years ago
7

Evaluate the current financial performance of eskom​

Business
1 answer:
Arte-miy333 [17]2 years ago
8 0

Answer:

Eskom Holdings SOC Limited dominates the electrical business in South Africa (Eskom).

They provide a significant amount of power for the country, accounting for over 95% of all power in South Africa.

In the first half of the 2018/19 financial year, Eskom made a profit of $48.05 million, down 89 percent from the previous year.

Higher borrowing expenses, higher gasoline prices, and increased staffing costs, they claimed, were to blame for the earnings dip.

Explanation:

Hope this helps!

Please mark me as Brainlinieast.

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Difficult but if you are try it will be easier to you

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Read 2 more answers
Vincent operates a scenic tour business in Boston. He has one bus which can fit 50 people per tour and each tour lasts 2 hours.
mixas84 [53]

Answer:

There is some information missing, and when I looked for it I found similar questions but the demand was already given and the question was about Vincent's total daily income.

Passenger                  Price                  Daily demand

Adults                          $18                        70

Children                      $10                        25

Senior citizens            $12                        55

total                                                           150

total revenue per day = ($18 x 70) + ($10 x 25) + ($12 x 55) = $1,260 + $250 + $660 = $2,170

total operating costs per day = (150 / 50) x $450 = $1,350

operating income per day = $2,170 - $1,350 = $820

6 0
3 years ago
A time standard was set as 0.20 hour per unit based on the 20th unit produced. Assume the task has a 60 percent learning curve.
Sliva [168]

Answer:

40th unit = 0.11 hr

80th unit = 0.06 hr

160th unit = 0.03 hr

Explanation:

Given :

$T_{20} = 0.2$

Learning rate = 60% = 0.6 (r)

Now using the learning curve equation,

$ T_n = T_1(n)^b$

where b is  $b= \frac{\ln r}{\ln 2} = \frac{\ln 0.6}{\ln 2} $  = -0.833

Now

$ T_{20} = T_1(20)^{-0.833}$

$ 0.20 = T_1 (0.0824)$

$T_1$ = 2.5

For 40th unit

$ T_{40} = 2.5(40)^{-0.833}$

      = 0.11 hrs

For 80th unit

$ T_{80} = 2.5(80)^{-0.833}$

      = 0.06 hrs

For 160th unit

$ T_{160} = 2.5(160)^{-0.833}$

        = 0.03 hr

6 0
3 years ago
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