If a company decreases its sales price per unit, the new breakeven point will increase.
The breakeven point is the point at which general cost and total revenue are identical, which means there's no loss or gain for your small business. In different phrases, you have reached the level of production at which the expenses of production equal the sales for a product.
The break-even point in economics, enterprise—and in particular fee accounting—is the point at which overall cost and total revenue are identical, i.e. "even". There is no internet loss or advantage, and one has "damaged even", though possibility charges had been paid and capital has acquired the threat-adjusted, predicted return.
To calculate the break-even factor in units use the system: spoil-Even point (gadgets) = fixed fees ÷ (income fee according to unit – Variable costs in keeping with the unit) or in income greenbacks the usage of the formula: spoil-Even point (sales dollars) = fixed costs ÷ Contribution Margin.
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I believe it’s solicit feedback
Answer: False
Explanation:
The revenue account for a Retail Merchandising Business is also known as the Sales Account.
When goods are sold they are credited to the Sales Account and it is no different here.
Therefore, When a Retail Merchandising Business sells goods to a customer the amount of the sold merchandise is credited to the Sales Account which makes the above statement false.
Answer:
Imagination Station is engaging in Vertical Integration.
Explanation:
Vertical Integration is a business strategy whereby a firm acquires businesses that provide the supplies it needs to make its products or that makes and sell its products.
In this context, Delux Technologies makes and sells only one product, a high-quality processor for mainframe computers and was approached by Imagination Station, a large computer manufacturer about purchasing their company.
5% of 2265$ is 113,25$
Because 5% is 5/100 so 5 x 2265$ = 11325$
11325$ : 100 = 113,25$
Second year cost is the first year’s plus 5% so
2265$ + 113,25$ = 2378,25$ (second year cost)