Answer: The real GDP per person grew by 8%. Option C is the correct option
Explanation:
To calculate the real GDP per person, we have to calculate the real GDP growth rate in respect to the growth in population and deflator rate, then multiply it with the GDP growth.
GDP deflator = Nominal GDP ÷ Real GDP
The nominal GDP which includes the addition of population will grow by 4% since the population growth was 4%
GDP deflator increase by 6%
Therefore;
Real GDP = 4% ÷ 6% = 0.66667
THE REAL GDP PER PER PERSON
12% × 0.66667 = 8.00004%
Therefore the the real GDP per person is 8%, which is less than what he said.
Answer:
D. a statistic.
Explanation:
A statistic is a single quantity contained in or computed from a set of data. Unlike a parameter (a characteristic of a population) a statistic is a characteristic or measure of a sample.
A statistic is a characteristic of a sample. Generally, a statistic is used to estimate the value of a population parameter.
An injunction is a strong, authoritative warning or order to do something. An injunction will let a person know how they should be behaving, when they are acting up and how to properly follow directions. A person giving a command or instructions is often using an injunction.
Answer:
Explanation:
D = 60 bags
cost = 80 / bag
s = 20 / order
h = 40% of cost
0.4 * 80 / 100
h= 32 unit/year
D = d * 12 months
D = 60 * 12
D = 720 bags / year
EOQ = 
EOQ = 
EOQ = 30 bags
Total cost = Total holding cost + total ordering cost
Total holding cost = (Q/2 * H) = (30/2 * 32) = 480
Total ordering cost = (D/Q * 20) = (720/30 *20) = 480
Total cost = 480 + 480 = 960
Total purchasing cost = cost * D = 80 * 720 = 57.600
Percentage= total cost / total purchasing cost * 100
960 / 57.600 * 100
1.67 %
The orthogonal you drew IS STRAIGHT. If you were to ............................ you drew. Two drawn lines are said to be orthogonal if they are perpendicular to each other, that is, they form a right angle. If a straight orthogonal is drawn, then other orthogonal drawn on the same map panel will be parallel to the straight orthogonal.<span />