Answer: False. The General price level will only increase. It will not decrease at any cost of having cost pull inflation and the demand full inflation.
Explanation:
For every production of the single unit, the expenses incurred on the wages and the cost incurred on using raw materials are prominently considered. The rate of demand has an inverse relationship with the increase in the cost of production. Then the price level of the products increases with the effects of Cost-push inflation.
Secondly, The rate of the demand for particular products increases beyond the equilibrium level when the output rate remains below the capacity to meet the requirements of the consumers' demand. In one particular stage, Demand-full inflation takes place which utmost leads to an increase in the price level and acts as a cause for Demand-full inflation.
D. To entertain. Elizabeth wants to help them enjoy themselves and also wants them to reflect on the past years
In this item, we let the number of tickets sold to the adults as x. With this, we can let the number of tickets sold to students with y.
In this item, we are given that the sum of the number of students and adults is equal to 600. Further, we are also given that the difference is 150. The system of linear equation that would allow us to solve this item is,
x + y = 600
x - y = 150
Adding up the two equations will give us,
2x = 750
Dividing by 2,
x = 375
Substituting this value to the first equation,
375 + y = 600
y = 225
Therefore, there are 375 and 225 number of tickets sold to adults and students, respectively.
Answer:
Total profit = $1800000 @ a given demand level of 100K units of swimsuit.
Explanation:
Lets first develop a formula representing the Total profit for any demand level, see as follows:
(Selling price per unit× d) - (cost per unit× d)= Total profit
We will be using the short forms of the components in this formula.
SP = selling price per unit
d= demand
cp= cost per unit
TP= Total profit.
Now lets substitute the values into the formula to compute profit at any demand level (in this case 100,000 units of swimsuits) as follows:
Total profit = ($40× 100000) - ($22× 100000)
Total profit = $4000,000 - $2200,000
Total profit = $1800000 @ a given demand level of 100K units of swimsuit.
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<em>(NOTE: The formula mentioned above can be used to compute the correct profit for any demand level, even though if there is a change in sp and/or cp, the formula can also be useful.)</em>
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