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3 years ago

the difference between the actual quanity and the standard quanity, multiplied by the standard price is the

Business

1 answer:

dalvyx [7]3 years ago

6 0

Answer: Direct materials quantity variance.

Explanation:

Direct Material quantity variance is the difference between the actual quantity of materials used in production and the standard quantity that was supposed to be used, multiplied by the standard price of the material.

It is a method that checks the company's efficiency is being able to use raw materials to produce goods. If the Actual quantity needed is greater than the Standard quantity, this will be considered an Unfavorable Variance and mean that the company was not efficient in using the materials.

Causes of this can be low quality of materials and inadequate employee training.

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The speaker has just made a key point. The global middle class will double in the coming years. However, this new middle class r

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developing new competencies

Explanation:

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3 years ago

A local swimming pool charges nonmember $10 per visit. If you join the pool, you can swim for $5 per visit but you have to pay a

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Answer:

The answer is below

Explanation:

Using an optimal choice model to find the value of F such that you are indifferent between joining and not joining.

Let N be the number of visits per year

1) N-number of visits per year 10N=5N+F

Given that 10N=5N+F

Hence F=5N

F = 5N

2) Therefore, Would I go to the pool more or fewer times than if i did not join?

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3 years ago

An online retailer uses complex data-mining software to evaluate the preferences and buying habits of its customers and makes de

boyakko [2]

Answer:

TRUE - Analytics

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3 years ago

If $3000 is invested at 9% interest, compounded annually, then after n years the investment is worth an = 3000(1.09)n dollars. (

Charra [1.4K]

Answer:

The first five terms of the sequence are:

First year: $3270.00

Second year: $3564.30

Third year: $3885.09

Fourth year: $4234.75

Fifth year: $4615.87

Explanation:

When we're dealing with compound interest rates we're dealing with interests being re-invested into the original investment. This means that the new interests of one period will bear interests in the next period. This can be simply calculated using the compound interest formula.

The formula for compound interest rates is $P(1+i)^{n}$

Where:

P is the principal amount being invested,

i is the interest rate,

n is the number of years.

So for the first year we replace in the formula with the given values:

3000 × $(1.09)^{1}$ = $3270

And for the rest of the years we only need to modify the value of n.

For the second year we'd have:

3000 × $(1.09)^{2}$ = $3564.3

And so on.

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3 years ago