Answer:
lower per capita real gross domestic product (GDP) growth rates allow for less spending on automobiles.
Explanation:
Gross Domestic Products (GDP) is a measure of the total market value of all finished goods and services made within a country during a specific period.
Simply stated, GDP is a measure of the total income of all individuals in an economy and the total expenses incurred on the economy's output of goods and services in a particular country.
Generally, the Gross Domestic Products (GDP) of a country's economy gives an insight to the social well-being of the country, such as;
Adjusting the Real gross domestic product (Real GDP) for price level changes by using a price index. This simply means, Real GDP is adjusted for inflation to measure the value of goods and services produced by a country in a specific period of time.
Mathematically,
Hence, residents of poor countries tend to have fewer automobiles per capita because lower per capita real gross domestic product (GDP) growth rates allow for less spending on automobiles.
Answer:
The production level that maximizes Silky's profit is
ties.
Explanation:
Hi
First of all, as we have
, we need to transcript it as price in function of the quantity so

Then we need to find income function that is
. After derivate it
.
The optimum level is when we have
, therefore,
, as we clear it for
we find that
, finally as we have that
is measured in hundreds of ties, the production level that maximizes Silky's profit is
ties.
Answer:
$7,875
Explanation:
Total car sales in January: $112,500
Commission at the rate of 7%,
Salary for January is :
7 percent of $112,500
=7/100 x $112,500
=0.07 x $112,500
=$7,875
Answer:
Balance = $1,650
Explanation:
As Norma company has paid 4 months rent in advance, therefore at the end of June, norma company will record its 1-month expense as follows
Adjusting entry at the end of June would be
DEBIT CREDIT
Entry
Rent Expense $550
Prepaid Rent $550
The balance on Norma's prepaid expense would be
Prepaid Rent = $2200
Rent Expense = ($550)
Balance = $1,650