The statements that explain how the accounting equation applies to business are:
- The equation reflects that the total of what a business owns at any point in time will equal the total of what it owes creditors and owners.
- The equation applies to all monetary business transactions.
- The relation of assets, liabilities and equity is reflected in the equation.
- The equation states that Assets = Liabilities +Equity
<h3>How does the accounting equation apply in business?</h3>
The accounting equation is given as:
Assets = Equity + Liability
This shows that everything that a business owns (assets) is only acquired thanks to the amounts that the owners ( equity) and creditors (liability) give.
It also shows how assets, liabilities and equity are related and therefore applies to all the monetary transactions in the business as it shows how the cash is affected when it is spent or received.
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Answer:
$90
Explanation:
The formula and the computation of the contribution margin per unit are presented below:
Contribution margin per unit = Selling price per unit - variable cost per unit
= $150 - $60
= $90
If we deduct the variable cost per unit from the selling price per unit, then the contribution margin per unit can arrive
We only considered the selling price and the variable cost per unit
Question is incomplete as the cost of the sidewalk is not given :
Assume the sidewalk cost an additional $6 per foot.
Answer:
$8366
Explanation:
Given that :
Size of porch = 16 by 18 feets
Area of porch = (16 * 18) = 288 ft²
Cost per ft² = $27
Cost of porch = ($27 * 288) = $7,776
Sidewalk = 15feets
Cost per foot = $6
Cost of sidewalk = ($6 * 15) = $90
Cost of gate = $500
Total cost :
(cost of porch area + side walk + gate)
($7776 + $90 + $500) = $8366
Kindly note that the cost pwr foot of sidewalk was erroneously excluded and the value employed for the cost was only assumed.
Answer:
Google acts according to the efficiency wage theory.
Explanation:
The efficiency wage theory states that if an employer increases the wage of his/her employees, they will be motivated and their productivity will increase. The increase in productivity should offset the increased labor costs. So the costs of higher wages should be recouped through increased productivity. Higher wages also reduce worker turnover, reducing hiring and training costs.
