Answer:
m + g = 40h
$14m + $18g = $400
Explanation:
First establish the variables as it is described in the problem, all for one week.
m = hours mowing lawns in a week
g = hours planting flower gardens in a week
As it is said in the excercise Jim can work a maximum of 40 hours, then if I add the hours planting and mowing lawns it shouel equal 40 then:
m + g = 40h
Now for mowing lawns he is paid $14 per hour and for planting flowers he is paid $18 per hour then we have to multiply each value to its corresponding variable and this result should equal to $400 that is what he expect to earn then we have:
$14m + $18g =$400
So the system of inequalities that represent this situation is:
m + g = 40h
$14m + $18g = $400
The answer is B, as he would have received 2% of $2000 which is $40 had he decided not to buy the boat and equipment.
C by considering all possible outcome
A)
First meeting
Employees: Entire marketing team
Possible topic: How to market a new service that the company provides
Second meeting
Employees: Marketing team and customer service team
Possible topic: How to improve customer satisfaction
B) She should make sure that the individuals are willing to learn new things and work well in teams because employees will have to work with others who are very different than them.
To motivate her team, she should give positive feedback, allow employees to make their own decisions, and create challenging (but realistic goals)
Answer and Explanation:
The computation is shown below:
a. The labor rate variance is
= actual labor cost - (standard rate × actual hours)
= ($131,340) - ($12.75 × 6,600 hours)
= $47,190 unfavorable
b. The labor efficency variance is
= (actual hours - standard hours) × standard rate
= (6,600 - (1,600 × 16) × $12.75
= $242,250 favorable
In this way it can be calculated and the same is to be considered and relevant