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Anastasy [175]
3 years ago
15

Because she has oversight responsibility for the servicing and repair of her company's fleet of cars, rhonda frequently calls th

e garage mechanic to inquire whether service on various cars has been completed. she is likely to be reinforced with positive responses to her inquiries on a ________ schedule.
Business
2 answers:
melamori03 [73]3 years ago
8 0

Answer:

The correct answer is:  Variable-Interval.

Explanation:

A Variable-Interval schedule (VI) is the type of schedule that is reviewed on an irregular basis because the activities under supervision do not have a determined amount of time to be completed or include unexpected activities that may affect due dates.

torisob [31]3 years ago
5 0

I guess the correct answer is variable-interval

Because she has oversight responsibility for the servicing and repair of her company's fleet of cars, Rhonda frequently calls the garage mechanic to inquire whether service on various cars has been completed. Because service completion times are unpredictable, she is likely to be reinforced with positive responses to her inquiries on a variable-interval schedule.

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Material 1 costs $7 a pound, material 2 costs $5 a pound, and labor costs $15 per hour. Product A sells for $101 a unit, product
Umnica [9.8K]

Answer:

Some answers are attached below

Explanation:

We need to maximize profit -

Selling prices for A,B,C are given; Costs of materials 1,2 and labor are given.

Also given is that 1 unit of each product A,B,C requires certain units of material 1, material 2 and labor based on the table provided.

Profit for 1 unit of A = Selling Price - Cost = 101 - [(7*3)+(5*2)+(15*4)] = 10 $

Profit for 1 unit of B = Selling Price - Cost = 67 - [(7*1)+(5*4)+(15*2)] = 10 $

Profit for 1 unit of C = Selling Price - Cost = 97.5 - [(7*5)+(5*0)+(15*3.5)] = 10 $

LP Formulation

Maximize profit Z = 10A+10B+10C

subject to Constraints

3A+B+5C<=300 ----> Material 1 constraint

2A+4B<=400 ---->Material 2 constraint

4A+2B+3.5C <=200 ----->Labor

C>=10 -----> Product C Demand constraint

A,B,C>=0

Below is the solver solution and formulation table from Excel -

Maximum profit = 925 $

8 0
3 years ago
The reuse of one's previously published material in a new journal article is most appropriate if:
saveliy_v [14]
It's appropriate if it's cited and used as an example or prompt.
6 0
3 years ago
A company found that an experienced surveyor can survey a roadbed in 33 hours. an apprentice surveyor needs 88 hours to survey t
UkoKoshka [18]
<span>1/33 + 1/88 = 1/X 264(1/33 + 1/88) = 264(1/X) 8 + 3 = 264x 264/11 = 24 X = 24 hours You add the 2 amounts from both workers. Then you multiply both sides of the equation by 264 to get a common denominator. Then solve for x for the answer of 24 hours.</span>
4 0
3 years ago
You have two equal investments that always have exactly opposite returns. how will your total value of both investments vary ove
nlexa [21]
The correct answer is C. The total value of both investment after a given time will stay the same. Investments  involves putting up money or assets into use with an aim of generating and creating more income. Therefore in this case if one income is generating income while the other is generating losses, then the overall investment from the two investment remains the same.
8 0
4 years ago
You must pick one of two​ wagers, for an outcome based on flipping a fair coin. 1. You win ​$440 if it comes up heads and lose ​
UkoKoshka [18]

Answer:

See Below

Explanation:

Expected value is the sum of the products of the probability and payoff of each.

<u>Wager 1:</u>

probability of heads and tails, both is 0.5

Win = 440

Loose = 110

So,

Expected Value = 440(0.5) + (-110)(0.5) = 220 - 55 = $165

<u>Wager 2:</u>

Similar to wager 1

Win = 770

Loose = 220

So,

Expected value = 770(0.5) + (-220)(0.5) = 385 - 110 = $275

2nd wager is better, in this sense.

4 0
3 years ago
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