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vlada-n [284]
1 year ago
6

If you were using a simple exponential smoothing forecast model (alpha value equal to 0.30) that generated a forecast of 25.10 u

nits for the most recently completed week, which has observed a demand of 31 units, what would be your forecast of demand for the upcoming week?
Business
1 answer:
AveGali [126]1 year ago
7 0

The simple exponential smoothing is a method suitable for predicting data with no style or seasonal pattern. While in Moving Averages the past observations are weighted similarly, Exponential Smoothing allocates exponentially lessening weights as the observation get older.

<span>Forecast for upcoming week = 25.10 + 0.3 (31 – 25.10) = 26.87</span>

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Sharp Company manufactures a product for which the following standards have been set: Standard Quantity or Hours Standard Price
marin [14]

Answer:

1a) Actual Cost per foot = 6$

1b) Materials Price variance = 7530

1b) Spending Variance = 10830

2a) Standard Rate = 7.5 USD

2b) Standard Hours = 4804 hours

2c) Standard hours allowed = 2.09

Explanation:

As usual, let's sort out the data given:

1. For direct materials:

a) Compute the actual cost per foot of materials for March.

For actual cost per foot for materials for march. We need to find the actual quantity first. so, we will come back to it.

Data Given:

Units Produced = 2,290

Standard Quantity for Direct material = 3 feet

Standard Quantity for Direct materials = 3 x 2,290 = 6870 feet

Standard Price per foot = 5 USD

Standard Total Units =  6870

Total Price = 5 x 6870 = 34350 USD

But

Actual Price = unknown

Actual Quantity = Unknown

Actual Cost = 45,180$ company purchased the direct materials at that cost.

Material Quality Variance = Standard Price x (Actual Qty - Standard Qty)

Here in this equation, we know all the quantities except Actual Qty. let's make it subject to calculate it.

Actual Qty = 3,300/$5 + 6870

Actual Qty = 7,530

Now, as we have Actual Quantity, we can calculate the part a of part 1.

So, let's calculate a.

a) a) Compute the actual cost per foot of materials for March.

Actual cost per foot = Direct Material Cost / Actual Qty

Actual Cost per foot = 45,180/7530

Actual Cost per foot = 6$

Let's move on to part 1 b.

b) Compute the price variance and the spending variance.

Formula to calculate the Materials Price Variance is as follows:

Materials Price Variance = Actual Qty x( Actual Price - Standard Price)

Materials Price Variance = 7530 x ( 6 - 5)

Materials Price variance = 7530

Now, we have to calculate the spending variance and the formula is as follows:

Spending Variance = (Actual Price x Actual Qty) - (Standard Qty x Standard Price)

Spending Variance = (6 x 7530) - ( 6870 x 5)

Spending Variance = 10830

Let's move on to part 2 a.

a) Compute the standard direct labor rate per hour:

Formula :

Labor rate variance = (Standard Rate - Actual Rate) x Actual Hours

Labor rate variance = Labor spending variance - Labor efficiency variance

Labor rate variance =   3130 - 780 = 2350

In this equation, we know all the quantities but we have to find Standard rate so make it subject.

Standard Rate = 2350/4700 + 7

Standard Rate = 7.5 USD

b. Compute the standard hours allowed for the month’s production.

Labor Efficiency Variance = Standard rate x ( Actual hours - Standard Hours)

In this part, we need to find the standard hours.

let's make it the subject.

Standard hours = 780/7.5 + 4700

Standard Hours = 4804 hours

c. Compute the standard hours allowed per unit of product.

Standard hours allowed can be found by plugging in the values in the following formula.

Formula:

Standard hours allowed = Standard hours / units produced

Standard hours allowed = 4804/2,290

Standard hours allowed = 2.09

6 0
1 year ago
After a dinner at Rosario’s Italian Eatery, Stephanie believes that she was overcharged and shoves Thom, the waiter. Thom sues S
Afina-wow [57]
<span>Stephanie is indeed liable, as she made first contact with an intent of violence. Thom did not respond physically, and therefor retains his right to sue Stephanie for any damages made to him, physically or emotionally.</span>
8 0
1 year ago
You are considering the following two mutually exclusive projects that will not be repeated. The required rate of return is 11.2
postnew [5]

Answer:

a. project A; because its NPV is about $335 more than the NPV of project B.

Explanation:

As in the question it is mentioned that the required rate of return for project A and project B is 11.25% and 10.75% respectively.

Here we have to determined the net present value for both projects having different required rate of return

So based on the net present value the first option is correct as the project A is more than the project B

Therefore the first option should be accepted

5 0
1 year ago
Total interest paid on a 30-year straight note was $230,000 during the term of the loan. The annual interest rate was 6.6%. What
dsp73

Answer:

$116,161.616

Explanation:

Given that,

Total interest paid = $230,000

Time period = 30 year

Annual interest rate = 6.6%

Total interest on loan = Loan amount × Interest rate × Time period

$230,000 = Loan amount × 6.6% × 30 years

Loan amount:

=\frac{230,000}{0.066\times 30}

=\frac{230,000}{1.98}

      = $116,161.616

Therefore, the loan amount is $116,161.616.

3 0
1 year ago
Seth owns a local business that provides email updates on surf conditions. He is the only supplier of these email updates in San
klasskru [66]

Answer:

Seth's total profits is $1,535.359

Explanation:

According to the given data we have the following:

MC = 0 and we will ignore fixed costs

Therefore TC = 0  

Demand function in Santa barbara is

p = 74 - q  

MR = 74 - 2q

Since Seth sets different uniform prices in two markets to maximizes his profit therefore ,

MR = MC  

74 - 2q = 0  

2q = 74

q=37

p = 74 - 37 = 37

Profit = pq - TC

= 37*37 - 0  

= $1,369

Inverse demand finction Goleta is

p = 39 - 4q

MR = 39 - 8q

MR = MC

39 - 8q = 0  

8q = 39

q = 4.875

p = 39 - 4.875 = 34.125

Profit = pq - TC  

= 34.125*4.875 - 0  

= $166.359

Therefore, Seth's total profits =  $1,369 + $166.359

Seth's total profits= $1,535.359

Seth's total profits is $1,535.359

6 0
1 year ago
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