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Flauer [41]
3 years ago
9

An insurance company estimates its objective risk for 10,000 exposures to be 10 percent. Assuming the probability of loss remain

s the same, what would happen to the objective risk if the number of exposures were to increase to 1 million? A) It would decrease to 1 percent. B) It would decrease to 5 percent. C) It would remain the same. D) It would increase to 20 percent.
Business
1 answer:
vichka [17]3 years ago
7 0

Answer:

A) It would decrease to 1 percent.

Explanation:

Given that:

Objective risk for 10,000 exposures = 10%

The objective risk could be explained to mean the actual loss incurred within a given period. The objective risk also decreases as the sample increases, in this case as the number of exposure increases, the exposure risk decreases.

In th question above, with an exposure value of 10,000; objective risk is 10%

When the exposure increases to 1,000,000

(10,000 / 1,000,000) * 100%

0.01 * 100%

= 1%

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Complete the following table of basic calculations. For Percent Contribution Margin, use MC. Round to table standard.
matrenka [14]

The table shows that price of J will be $12, the quantity demanded of A will be 700, and the marginal revenue of E is 7.

<h3>How to calculate the values?</h3>

The price of J will be:

= Total revenue / Quantity demanded

= 14400/1200

= 12

The quantity demanded of A will be:

= Total revenue/Price

= 11900/17

= 700

The marginal revenue of E will be:

= (13500 - 12800)/(900 - 800)

= 700/100

= 7

The variable cost of B will be:

= 6140 - 500

= 5640

The total cost of C will be:

= 6135 + 500

= 6635

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6 0
2 years ago
Mike has one hour to spend at the gym where he will jog, play handball and cycle. jogging uses 10 calories per minute, handball
slega [8]
Let
x = minutes used for jogging
y = minutes used for handball
z = minutes used for cycling

Th total time spent is 1 hour (60 minutes), therefore
x + y + z = 60

Because Mike jogs as long as he cycles, therefore
x = z
Therefore
2x + y = 60
or
y = 60 - 2x                 (1)

Jogging consumes 10 calories/min, handball consumes 9 calories/min and cycling consumes 12 calories/min.
The calories consumed in 60 minutes is 580, therefore
10 x + 9y + 12z = 580
Because x = z,
22x + 9y = 580          (2)

Substitute (1) into (2).
22x + 9(60 - 2x) = 580
22x + 540 - 18x = 580
4x = 40
x = 10
y = 60 - 2x = 40
z = x = 10

Answer:
10 minutes of jogging
40 minutes of handball
10 minutes of cycling.

4 0
3 years ago
Refer to Exhibit 7.3, which shows the U-shaped cost curves for a producer. A is the marginal cost curve, B is the average variab
Alisiya [41]

Answer:

U shaped Curves are all of the three : A marginal cost curve , B average variable cost curve , C average (total) cost curve

Vertical Distance between B) Average Variable Cost Curve , C) Average Total Cost Curve is Average Fixed Cost

Explanation:

Marginal Cost [MC] is addition to total cost, when an additional unit of output is produced. It is the rate of change in Total Cost. As total cost increases at decreasing rate first, then at increasing rate ; MC curve falls first & then rises & hence is U shape

Average Cost [AC] is average total cost per unit of output. It is also U shape as it falls first & then rises, due to total cost first increasing at decreasing rate & then increasing at increasing rate.

Total Cost [TC] changes only due to change in total variable cost [TVC] , as total fixed cost is constant. So, TVC changes in same pattern as TC, first at decreasing rate & then at increasing rate. This makes Average Variable cost [AVC] rise first, fall then i.e U shape

Total Cost is the total production expenditure on all (fixed & variable) factors of production.

TC = TFC (total fixed cost) + TVC

AC = AFC (average fixed cost) + AVC

AC - AVC = AFC. Difference between AC & AVC is AFC. This distance keeps on falling with increase in output but never becomes zero (the curves keep on coming closer but never intersect). Such because TFC is constant, AFC = TFC / Q keeps on falling with increase in output

6 0
3 years ago
Which of the following contributed most to early people’s ability to produce food?
BartSMP [9]

Answer:

The answer is "The end of the Ice Age."

Explanation:

4 0
3 years ago
Consolidated Industries is a diversified manufacturer with business units organized as divisions, including the Reigis Steel Div
alina1380 [7]

Answer:

All numbers are expressed in 1,000s

1. Calculate Reigis Steel Division’s unit contribution if it produced and sold 3,300,000 units during the year ended November 30, 2019.

Sales revenue                                            $216,000

- variable costs:                                          ($118,650)

  • COGS ($112,350)
  • selling expenses ($6,300)

contribution margin                                    $97,350

- period costs:                                            ($34,600)

  • administrative expenses ($22,000)
  • selling expenses ($12,600)

EBIT                                                             $62,750

contribution margin per unit = $97,350 / 3,300,000 units = $0.0295 ≈ $0.03 per unit

2. Calculate the following performance measures for 2019 for Reigis:

a. Pretax ROI, based on average operating assets employed.

ROI = net income / cost of investment = $62,750 / $382,250 = 0.1642 ≈ 16.42%

b. Residual income (RI), calculated on the basis of average operating assets employed.

RI = controllable margin – (average operating assets x required rate of return) = $62,750 - ($382,250 x 12%) = $62,750 - $45,870 = $16,880

4 0
3 years ago
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