There are quite a few reasons that this difference could be
observed. The lower black median age could be connected to the greater number
of births in the black minority group than in the whites. Another reason could
be the aging of the non-Hispanic white group to a post child-bearing age and consequently
the general aging of this subgroup of the population. In general, differences
in group medians are due to the distribution of ages and the observed range of
the ages in the two dissimilar population groups.
Answer:
22,290 units
Explanation:
Product A sales (S) = 21,900 units
Product A selling price = $11.90
Product A beggining inventory (I)= 3,900
Product A ending inventory (E) = 3,900 x 1.10 = 4,290
Budgeted purchases of product A must account for all of the projected sales and the desired ending inventory, assuming that the company already has a beginning inventory at hand. Budgeted Purchases of product A are given by:
Who pays the tax does NOT depend on who write the check to the government.
Who pays the check ultimately depend on the elasticity of supply and demand. This is because, suppliers have several ways of passing the taxes levied on them by the government to the consumers in form of increase in price of their products. But this also depend on the elasticity of the products, because if the prices are too high, some customers may decide to buy somewhere else or to go for a substitute.<span />
The answer is 40%, in which the following are given: the Variable expense is equal to 20 dollars per unit and Sales is equal to 50 dollars per unit. Use the formula Variable Expense Ratio = Variable Expenses / Sales to get the answer.
Variable Expense Ratio = Variable Expenses / Sales
Variable Expense Ratio = 20 dollars per unit / 50 dollars per unit
Variable Expense Ratio = 40 %
The variable expense ratio is an expression of variable production costs of the company as a percentage of sales, calculated as variable expense divided by total sales. It compares a cost that alters with levels of production to the number of revenues generated by production.
