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amid [387]
3 years ago
11

XYZ Corp. has filled 100,000 purchase orders during its existence. 1,100 of the purchase orders have had errors. Using an empiri

cal probability, the probability of the next purchase order having an error is
Business
1 answer:
cluponka [151]3 years ago
5 0

Answer:

1.1%

Explanation:

Calculation to determine what the probability of the next purchase order having an error is using

an empirical probability

Using this formula

Probability=Purchase orders errors/Purchase orders filled

Let plug in the formula

Probability=1100/100000

Probability=0.011*100

Probability=1.1%

Therefore using an empirical probability the probability of the next purchase order having an error is 1.1%

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Ryan believes he is responsible for his actions, and he will conduct extensive searches before making a purchase. Michael's favo
Anni [7]

Answer:

(D) internal locus of control; external locus of control

Explanation:

According to the behavioral descriptions from both Ryan and Micheal in the question, we can say that In marketing terms, Ryan is said to have an internal locus of control and Micheal has an external locus of control.

Internal locus of control is when people believe that they have control over the outcome of events in their lives, while people with an External locus of control usually blame an external force (higher power) for all the events happening in their lives.

I hope this answered your question. If you have any more questions feel free to ask away at Brainly.

4 0
3 years ago
In early January, Burger Mania acquired 100% of the common stock of the Crispy Taco restaurant chain. The purchase price allocat
ExtremeBDS [4]

Explanation:

Because trademarks have an unlimited effective life of 4 million dollars, the regulation is not valid.

Goodwill and immaterial properties are not amortized but are checked for damage annually for infinite useful lives.

The copyright worth $6 million for five years is the only inviolable thing you can amortize.

The gross amortization cost in relation to these things in the income statement of Burger Mania for the first year ending December 31 would amount to $800,000.

8 0
3 years ago
You are waiting at a bus stop and the woman next to you is crying. You wonder why is so and make deduction that she cries becaus
Vinil7 [7]

Answer:

deduction theory cause your assumption was based on your instincts and it may not actually be the reason why the woman was crying

6 0
2 years ago
1. On June 30, 2018, the Johnstone Company purchased equipment from Genovese Corp. Johnstone agreed to pay Genovese $21,000 on t
Mumz [18]

Answer:

$58,002.60

Explanation:

First, it is clear to include the $21,000 as part of the value of the equipment.

Now, the $9,000 annual payment after every year for six years need to be presented in its present value, meaning what is the value of those future amounts of $9,000 on June 30, 2018.

To calculate the present value of annuity (annuity means constant and equal payments) for those 6 payments of $9,000, we would need the Present Value Factor which is supplied from the Present Value Table.

Looking at 12% for 6 periods ("six annual installments") on the table, it gives the PV factor of 4.1114.

Just multiply $9,000 by 4.1114 and we get 37,002.60

Finally add the downpayment of $21,000 with the present value $37,002.60 and we would get the total value of the equipment of 58,002.60

5 0
3 years ago
The variance of a sample of 121 observations equals 441. The standard deviation of the sample equals 1.91. 231. 21. 11.
Cloud [144]

The standard deviation of sample equals: 11

Explanation:

Given:

                                 variance of sample (S^{2}) = 121

                                 no, of observations made = 441

                                         standard deviation = ?

By using the formula:

                          Standard deviation (S) = \sqrt{variance}

                                                                 = \sqrt{S}

                                                                 = \sqrt{121}

                                                                 = 11

Hence the standard deviation is equal to 11.

 

6 0
3 years ago
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