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Feliz [49]
4 years ago
13

Eaton Tires manufactures tires for dune buggies and has two different products, nubby tires and smooth tires. The company produc

es 5,000 nubby tires and 10,000 smooth tires each year and incurs $172,000 of overhead costs. The following information is available:
Activity Total Cost Cost Driver
Materials handling $60,000 Number of requisitions
Machine setups 55,000 Number of setups
Quality inspections 57,000 Number of inspections
For the nubby tires, the company has 400 requisitions, 200 setups, and 200 inspections. The smooth tires require 600 requisitions, 300 setups, and 400 inspections.
Determine the overhead rate for each activity.
Business
1 answer:
saw5 [17]4 years ago
4 0

Answer:

Materials handling= $60 per requisition

Machine setups= $110 per setup

Quality inspections= $95 per inspection

Explanation:

<u>To calculate the predetermined manufacturing overhead rate we need to use the following formula:</u>

<u></u>

Predetermined manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base

Materials handling= 60,000/1,000= $60 per requisition

Machine setups= 55,000/500= $110 per setup

Quality inspections= 57,000/600= $95 per inspection

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Answer:

the amount of dividends received by the common stockholders in 2017 is  $91,000

Explanation:

Holders of Common Stock receive their dividends after Holders of preferred stock have received their share.This is because the Holders of preferred stock  have first preference over Holders of Common Stock

Note : The Preference Shares are non-cumulative. Meaning that any dividends arrears will not be accumulated in other years.

<u>Calculation of Dividends attributable to common stockholders</u>

Dividend Declared and Paid - 2017                       $156000

<em>Less</em> Preference Dividend(13000×100×5%)          ($65,000)

Dividends attributable to common stockholders  $91,000

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3 years ago
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Infinite Coffee Inc. owns coffee plantations in Brazil. The company trades its coffee produce directly with coffee merchants in
Bogdan [553]

Answer:

Exporting

Explanation:

Exporting refers to the sale of goods and services to a country different from the one in which they were produced. According to this, the answer is that in this scenario, Infinite Coffee's activities best illustrate exporting because the company sells the coffee to merchants in foreign markets.

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3 years ago
The money the borrower pays for the use of the​ lender's money is called the​ ______.
lana [24]
Loaner

I hope this is right.
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Why should teenagers, in particular, look for no-fee savings accounts?
natka813 [3]

Answer:

The correct answer is letter "D": The number of fees a bank charge is likely to be greater than the interest a bank would pay on a teenagers’ balance as they are first starting to save in a savings account.

Explanation:

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A substance used in biological and medical research is shipped by air-freight to users in cartons of 1,000 ampules. The data bel
Gnoma [55]

Answer:

a)  y = 10 + 4x and see attached for part ii.

b) y = 14.

c) y = 18

d) Please see attached diagram

mean(x) = 1 and mean(y) = 14.2.. Mean is the same as bar(x) and bar(y) respectively

e,i)

s(b0) = 0.6633

s(b1) = 0.4690

f)  H0: b1 = 0

   H1: b1 ≠ 0

We conduct a t - test and arrived at

t = 8.528785

p-value = 6.613545e-06

@ alpha = 5%.

The test is significant, therefore, we reject the null hypothesis.

Explanation:

a) We fit the regression equation. The Y is dependent variable and X is the independent variable. After fitting, we obtained

y = 10 + 4x

And we fit the line of regression as shown in the attached.

b) We are to substitute x = 1 into the regression equation obtained. This is;

===>   y = 10 + 4*1 = 14

c) When x= 2, we have;

===>   y = 10 + 4*2 = 18

d) We just need to plot the outcome of the model. Although we also show the value of bar(x) and bar(y). See attached (4 in 1 plots) for the plot.

e) The s is the sample standard deviation, which we can also call standard error.

s(b0) = 0.6633

s(b1) = 0.4690

f) Last we conducted the test,

t = b1-b/S(b1) =  (4 - 0)/ 0.4690 = 8.528785

The p-values of (t = 8.528785) = 6.613545e-06 which < 0.05. Therefore, we reject H0.

3 0
4 years ago
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