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geniusboy [140]
1 year ago
9

Described below are certain transactions of Crane Company for 2021:

Business
1 answer:
zmey [24]1 year ago
5 0

Answer and Explanation:

a. The journal entries are shown below:

On May 10

Merchandise inventory Dr  $75,924   ($76,800 × 0.98)

         To Account payable $75,924

(Being merchandise inventory is purchased on account)

For recording this we debited the merchandise inventory as it increased the assets and credited the account payable as it also increased the liabilities

On May 18

Account payable Dr

        To Cash

(Being the cash paid is recorded)

For recording this we debited the account payable as it decreased the liabilities and credited the cash as it reduced the assets

2. On June 1

Equipment Dr $94,800

          To cash Dr $33,600

          To 9% Note payable $61,200

(Being the equipment is purchased on cash and note payable)

For recording this we debited the equipment as it increased the assets and credited the account payable and cash as it also increased the liabilities and reduced the assets

3. On Sep 30

Cash Dr $180,000

   Discount on note payable $20,000

                   To Note payable $200,000

(Being the interest bearing note is recorded)

For recording this we debited the cash as it increased the assets and credited the note payable as it also increased the liabilities and the difference is debited to note payable

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Show that if the contribution to profit for trains is between $1.50 and $3, the current basis remains optimal. If the contributi
Dmitriy789 [7]

Answer:

210

Explanation:

Let us consider that x is the number of soldiers produced each week and y is number of trains produced each week.

Also, weekly revenues and costs can be expressed in terms of the decision variables x and y.

Then,

Hence the profit which we want to maximize is given by,

Now the constraints are given as,

Finishing Constraint:

Each week, no more than 100 hours of finishing time may be used.

Carpentry Constraint:

Each week, no more than 80 hours of carpentry time may be used.

Demand Constraint:

Because of limited demand, at most 40 soldiers should be produced each week.

Combining the sign restrictions and with the objective function  and constraints,and yield the following optimization model:

Such that,

First convert the given inequalities into equalities:

From equation (1):

If x=0 in equation (1) then (0,100)

If y=0 in equation (1) then (50,0)

From equation (2):

If x=0 in equation (2) then (0,80)

If y=0 in equation (2) then (80,0)

From equation (3):

Equation (3) is the line passing through the point x=40.

Therefore, the given LPP has a feasible solution first image

The optimum solution for the given LPP is obtained as follows in the second image

The optimal solution to this problem is,

And the optimum values are  .

Let c be the contribution to profit by each train. We need to find the values of c for which the current, basis remain optimal. Currently c is 2, and each iso-profit line has the form

3x +  2y = constant

y = 3x/2 +constant/ 2

And so, each iso-profit line has a slope of  .

From the graph we can see that if a change in c causes the isoprofit lines to be flatter than the carpentry constraint, then the optimal solution will change from the current optimal solution to a new optimal solution, If the profit for each train is c, the slope of each isoprofit line will be.

-3/c

Because the slope of the carpentry constraint is –1, the isoprofit lines will be flatter than the carpentry constraint.

If,

-3/c<-1

c >3

and the current basis will no longer be optimal. The new optimal solution will be point A of the graph.

If the is oprofit lines are steeper than the finishing constraint, then the optimal solution will change from point B to point C. The slope of the finishing constraint is –2.

If,

-3/c < -2 or

C < 1.5

Then the current basis is no longer optimal and point C,(40,20), will be optimal. Hence when the contribution to the profit for trains is between $1.50 and $3, the current basis remains optimal.

Again, consider the contribution to the profit for trains is $2.50, then the decision variables remain the same since the contribution to the profit for trains is between $1.50 and $3. And the optimal solution is given by,

z = 3× (20) + 2.5 × (60)

= 60 + 150

= 210

5 0
2 years ago
You own a stock with an average return of 15 percent and a standard deviation of 15 percent. In any one given year, you have a 6
raketka [301]

Answer:

0%

30%

Explanation:

Given:

Average return = 15%

Standard deviation = 15%

Computation:

On assuming 68% chance,

Lowest point  = Average return - Standard deviation  

Lowest point = 15% - 15%

Lowest point = 0%

Highest point  = Average return - Standard deviation

Highest point = 15% + 15%

 Highest point = 30%

Therefore, on 68%, Lowest point is 0% and highest point is 30%.

3 0
1 year ago
Why must food service operators pay attention to detail and watch every penny?
GREYUIT [131]
<span>Food service operators must pay attention to detail and watch their finances in order to maximize the profit they can generate through the operation of their business. There are many aspects of a food service business that have potential to be a loss, so operators must be aware of these aspects - such as loss from ordering too much food or ingredients, employee theft, and so on.</span>
7 0
1 year ago
Shawna would like to explore a career that would allow her to work outdoors with natural resources. Which two careers would be t
Anni [7]

Answer:

The only two jobs that deal with natural resources are:

  1. oil rig driller
  2. wind turbine engineer

Oil rig drillers work in the ocean completely surrounded by water, or maybe other oil rigs but they are never too close.

Wind turbine engineers work on open spaces, surrounded by very few things other than wind turbines. Wind turbines are HUGE and they are usually located on very isolated places.

5 0
2 years ago
Consider the following statement: "An increase in supply decreases the equilibrium price. The decrease in price increases demand
liq [111]

Answer:

A

Explanation:

In the Demand and Supply curve changes in prices will traduce in movements along the demand or along the supply curve but they will not change their position on the graph, for instance this will affect the quantity demanded or the quantity supplied. In this case, because the demand curve has a negative slope, if price decreases the quantity demanded increases. Intuitively, if consumers perceive a good or a service that is cheaper than before, more people will be interested on buying it.  

When it is said that demand or supply increase or decrease is because one of those or both shifts to left or to right. But this happens only when factors different from prices have changed. The problem does not specify what changes the supply, but it says that "increases" then, we understand that there is a shift to the right of the supply curve. If the demand curve remains constant, then the equilibrium price will decrease, and the equilibrium quantity will increase. So, the statement is partially true at the beginning, but the second part is false.

8 0
1 year ago
Read 2 more answers
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