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Svetach [21]
3 years ago
12

A tyre manufacturer wants to set a minimum mileage guarantee on its new MX100 tyre. Tests reveal the mean mileage is 47,900 with

a standard deviation of 2,050 miles and the distribution is a normal distribution. The manufacturer wants to set the minimum guaranteed mileage so that no more than 4% of the tyres will have to be replaced. What minimum guaranteed mileage should the manufacturer announce
Business
1 answer:
maria [59]3 years ago
6 0

Answer:

51,487.5

Explanation:

Calculation to determine the minimum guaranteed mileage should the manufacturer announce

Sinces no more than 4% of the tires will have to be replaced First step will be to determine the InvNorm(.96) using normal distribution table

InvNorm(100%-4%)

InvNorm(.96) = 1.75

Now let determine the minimum guaranteed mileage

Let x represent the Minimum guaranteed mileage

(2050*1.75)+47,900=x

x=3,587.5+47,900

x = 51,487.5

Therefore the minimum guaranteed mileage that the manufacturer should announce is 51,487

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Manufacturing cost data for Orlando Company, which uses a job order cost system, are presented below. Indicate the missing amoun
denis23 [38]

Answer:

Orlando Company

Indication of the missing amount for each letter:

a) = $53,150 ($145,650 - 50,000 - 42,500)

b) = $55,850 (201,500 - 145,650)

c) = $9,200 (201,500 - $192,300)

d) = $119,000 ($140,000 * 85%)

e) = $342,000 ($83,000 + $140,000 + $119,000)

f) = $357,500 ($342,000 + $15,500)

g) = $345,700 ($357,500 - $11,800)

h) = $81,000 = ($149,850 * 100/185)

h) and i) = $149,850 ($213,000 - $63,150)

$149,850 = 185% (100 + 85%)

i) = $68,850 ($149,850 * 85/185)

j) = $231,000 ($213,000 + $18,000)

k) = $9,000 ($231,000 - $222,000)

Explanation:

a) Data and Calculations:

                                                          Job 1         Job 2         Job 3

Direct materials used                       $(a)        $83,000     $63,150

Direct labor                                    50,000      140,000         (h)

Manufacturing overhead applied 42,500         (d)                 (i)

Total manufacturing costs          145,650          (e)           213,000

Work in process 1/1/14                       (b)           15,500        18,000

Total cost of work in process   201,500            (f)                 (j)

Work in process 12/31/14                  (c)            11,800            (k)

Cost of goods manufactured   192,300            (g)         222,000

                                                          Job 1         Job 2           Job 3

Direct materials used                   $53,150     $83,000       $63,150

Direct labor                                    50,000      140,000         81,000

Manufacturing overhead applied 42,500       119,000        68,850

Total manufacturing costs          145,650      342,000      213,000

Work in process 1/1/14                  55,850         15,500        18,000

Total cost of work in process    201,500       357,500     231,000

Work in process 12/31/14              9,200           11,800         9,000

Cost of goods manufactured    192,300      345,700     222,000

a) = $53,150 ($145,650 - 50,000 - 42,500)

b) = $55,850 (201,500 - 145,650)

c) = $9,200 (201,500 - $192,300)

d) = $119,000 ($140,000 * 85%)

e) = $342,000 ($83,000 + $140,000 + $119,000)

f) = $357,500 ($342,000 + $15,500)

g) = $345,700 ($357,500 - $11,800)

h) = $81,000 = ($149,850 * 100/185)

h and 1 = $149,850 ($213,000 - $63,150)

$149,850 = 185%

i) = $68,850 ($149,850 * 85/185)

j) = $231,000 ($213,000 + $18,000)

k) = $9,000 ($231,000 - $222,000)

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Answer:

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