All categories

4 years ago

Product-Costing Accuracy, Consumption Ratios, Activity Rates, Activity Costing

Business

1 answer:

Whitepunk [10]4 years ago

3 0

Answer:

Tristar Manufacturing

1. Total Infantry Special forces

Machining, 80,000 46,315.79 33684.21

Setups, 24,000 13894.74 10,105.26

Receiving, 22,000 12736.84 9263.16

Packing 30,000 17368.42 12631.58

Working:

(27,500/47,500)* 80,000=46,315.79

(20,000/47,500)* 80,000=33684.21

The same rates are used for all costs 27,500/47,500= 0.5789 for Infantry

and 20,000/47,500= 0.4210 for Special forces

2. Consumption Ratios

Infantry Special forces Total

Machine Hours, 0.5789 0.4210 47,500

Setups, 0.75 0.25 400

Receiving Orders, 0.9 0.1 1000

Packing Orders 0.47 0.53 3400

3. Rate for Each activity

Machining $80,000/ 47,500= $1.68per machine hour

Setups $24000/ 400 setup = $ 60 per setup

Receiving $22,000/ 1000 receiving order = Receiving $ 22 per receiving order

Packing $30,000/3400 packing order= Packing $8.82 per packing order

4. Total Infantry Special forces

Machining, 80,000 46200 33800

Setups, 24,000 18000 6000

Receiving, 22,000 19800 2200

Packing 30,000 14112 15888

Working

Infantry Special forces

Machine Hours, 27,500 * 1.68 20,000*1.68

Setups, 300*60 100*60

Receiving Orders, 900* 22 100*22

Packing Orders 1600 *8.82 1,800* 8.82

You might be interested in

Legislation defining the mission of the Federal Reserve states: "The Board of Governors of the Federal Reserve System and the F

jeka57 [31]

Answer:

dual mandate.

Explanation:

dual mandate -

It is the practice in which the elected officials serves in more than one elected or public position .

In Britain , this term is also referred to as double jobbing .

In some cases , the dual mandate is prohibited by the law , as in the case of the federal states , because the federal office holders are not allowed to hold state office .

Hence from the question information , the correct option is dual mandate .

5 0

3 years ago

The three phases involved in the management of large projects are

Simora [160]

Operations management are multiple activities that create value for consumers by way of a good or service. The create the good or service and put them out in the market.
When planning a managing a large product you need to make sure that the phases are follow throughly and accurately.
Phase 1) Planning
Phase 2) Scheduling
Phase 3) Controlling

8 0

3 years ago

Robin Brothers works for a winery that sells to restaurants through distributors. She knows the types of wine her company sells

qaws [65]

Answer:

A missioniairy salesperson

Explanation:

Missionary selling is a form of personal sales in which the salesperson provides information to an individual who will influence the purchase decision. This is an indirect sales technique; the goal is not to close a sale, but merely to get information into the hands of a key decision-maker. Robin is providing information to restaurants in order to "Help Them" to buy her company's wine.

3 0

4 years ago

Before the last presidential debates, 50% of registered votes indicated they were planning to vote for the incumbent president.

MAVERICK [17]

Answer:

a) H₀ : p = 0.5

$H_{a} : p > 0.5$

b) z = 2.0785

c) p - value = 0.0188

d) Our conclusion is that there has been a significant increase in the proportion of registered voters who are planning to vote for the incumbent president

Explanation:

Probability of those planning to vote for the incumbent president before the debate, P₀ = 50/100 = 0.5

a) The null and the alternative hypothesis

Let the null hypothesis be represented by $H_{0}$

and the alternative hypothesis be represented by $H_{a}$

H₀ : p = 0.5

$H_{a} : p > 0.5$

b) compute the test statistics

sample size, n = 1200

number of voters planning to vote for the incumbent president, x = 636

Probability of those planning to vote for the incumbent president in the selected sample:

$\bar{p} = x/n\\\bar{p} = 636/1200\\\bar{p} = 0.53$

Formula for the test statistic:

$z = \frac{\bar{p} - p_{0} }{\sqrt{\frac{p_{0}(1-p_{0} ) }{n} } }$

$z = \frac{0.53 - 0.5 }{\sqrt{\frac{0.5(1-0.5 ) }{1200} } }$

z = 2.0785

For $\alpha = 0.05\\$ , the critical value as checked from the normal table will be:

$z_{\alpha} = 1.645$

The P value for z > 2.0785

$P-value = P(z > 2.0785) \\P - value = \phi (-2.0785)\\P - value = 0.0188$

d) What do you conclude?

since $( z = 2.0785) > (z_{\alpha} = 1.645)$ , we will reject the null hypothesis.

Our conclusion is that there has been a significant increase in the proportion of registered voters who are planning to vote for the incumbent president

6 0

4 years ago

Henrietta, the owner of a very successful hotel chain in the Southeast, is exploring the possibility of expanding the chain into

Sholpan [36]

Answer:

a. The amount Henrietta can deduct in the current year for investigating the possibility of expanding the hotel chain a city in the Northeast is $67,000.

b. Amount she can deduct in the current year is $2,088.88.

Explanation:

a. Determine the amount Henrietta can deduct in the current year for investigating the possibility of expanding the hotel chain.

Since the primary business of Henrietta is the hotel business, all the expenses she incurred in investigating the possibility of expanding the chain into another city is deductible in the current year despite that she decides not to expand.

Therefore, the amount Henrietta can deduct in the current year for investigating the possibility of expanding the hotel chain a city in the Northeast is $67,000.

b. Determine the amount Henrietta can deduct in the current year for investigating opening a restaurant.

Since the primary business of Henrietta is not a restaurant business, the amount she can deduct in the current year can b determined as follows:

Of the$51,000, an amount of $4,000 [$5,000 − $1,000 (reduction for excess over $50,000)] can be immediately expensed.

The balance of $47,000 ($51,000 − $4,000) is amortized over a period of 180 months at the rate of $261.11 per month ($47,000 ÷ 180) starting from May. Therefore, we have:

Amount she can deduct in the current year = Amount deductible per month * Number of months between May 1 to December 31 = $261.11 * 8 = $2,088.88

4 0

3 years ago