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3 years ago

5

You have $100 in your lunch account and plan to spend $2.75 each school day. how many school days will it take to spend all of t

he money in your account?

1 answer:

zloy xaker [14]3 years ago

3 0

Divide $100/2.75= about 36 days as $2.75* x 36=$99

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All competitive advantages have:________1. a limited life. 2. unrestricted sustainability. 3. protections against imitability. 4

dimulka [17.4K]

Answer:

The answer is the ability to earn above average returns indefinitely

Explanation:

To earn above the average returns are form of returns in excess of what an investor expects to earn from other investments with similar amount of risk. This gives an ability to manufactures to produce at the lowest cost, which is an advantage to organizations.

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3 years ago

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Which principle of design is used to make one element of a design stand out?

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B is the correct answer.

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3 years ago

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Alliance Company budgets production of 24,000 units in January and 28,000 units in the February. Each finished unit requires 3 p

Eddi Din [679]

Answer:

Total direct material needed in pounds= 101,400 pounds

Explanation:

Giving the following information:

Each finished unit requires 3 pounds of raw material K that costs $3.00 per pound.

Each month's ending raw materials inventory should equal 35% of the following month's budgeted materials.

The January 1 inventory for this material is 25,200 pounds.

Production:

January= 24,000 units

February= 28,000 units

<u>Direct material budget:</u>

Production= 24,000*3= 72,000 pounds

Desired ending inventory= (28,000*0.35)*3= 29,400 pounds

Total direct material needed in pounds= 101,400 pounds

Purchases= production + desired ending inventory - beginning inventory

Purchases= 101,400 - 25,200

Purchases= 76,200 pounds

Direct material purchase cost= 76,200*3= $228,60

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3 years ago

f a business has fixed costs of $1k a month, variable costs of $1k a month and has product sales of $2k a month, what statement

PSYCHO15rus [73]

Answer:

The correct option is b. The business is realizing $0 profit and the business is at break-even point.

Explanation:

Note: This question is not complete. The complete question is therefore provided before answering the question as follows:

If a business has fixed costs of $1k a month, variable costs of $1k a month and has product sales of $2k a month, what statement is a correct analysis of the situation?

a. The business is realizing $2k profit and the business is at break-even point

b. The business is realizing $0 profit and the business is at break-even point

c. The business is realizing $2k loss and the business is at break-even point

d. The business is realizing $2k profit

The explanation of the answer is now provided as follows:

Total cost = Fixed cost + Variable cost = $1K + $1K = $2k

Total revenue = Product sales = $2k

Profit = Total revenue - Total cost = $2k - $2k = $0

When a business makes $0 profit, it implies that the business is at break-even point.

Therefore, the correct option is b. The business is realizing $0 profit and the business is at break-even point.

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2 years ago

cite three real life situations where quadratic equations are illustrated. Formulate quadratic equations out of these situations

NISA [10]

Answer:

I want to know the sides of a pizza if the width is 9 inches larger than the height and the area is 250 squared inches.

My brother wants to know how long his bed is if it has an area of 2m and the width is .5m larger than the height.

My father wants to know whats the size of a football field if the area is 57,600 square feet given that the length is 200 ft larger than the width.

Explanation:

To solve this you just have to think on the unknown value and represent it as "X" in the first problem we do not know the length or width but we have a values given between them, so if "x" is the height then the width becomes "x+9" so those two values multiplied become the area.

$x(x+9)=250\\x^{2} +9x=250\\x^{2} +9x-250=0\\$

With this you just keep solving the others.

My brother wants to know how long his bed is if it has an area of 2m and the width is .5m larger than the height.

2m as an area and the height is "x"

$x(x+-5)=2\\x^{2} +.5x=2\\x^{2} +.5x-2=0\\$

My father wants to know whats the size of a football field if the area is 57,600 square feet given that the length is 200 ft larger than the width.

57,600 is the area and width will be "x"

$x(x+200)=57,600\\x^{2} +200x=57,600\\x^{2} +200x-57,600=0\\$

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3 years ago