Answer:
2.02
Explanation:
Each pail of plaster covers 97 Square feet of ceiling
The ceiling of the room is 14 ft long
= 14×14
= 196
Therefore the pail of plaster that will be needed to cover the rooms can be calculated as follows
= 196/97
= 2.02
Formula for calculating GDP;
GDP = Consumption + Investment + Government spending/Expenditure + Exports - Imports
Y = C + I + G + XM
Y = 10.53 + 6.32 + 3.40 + 1.28 - 2.26
GDP = 19.27 Trillion Rupees
<h2>
Both situations are examples of an economic problem.</h2>
Explanation:
Let us understand the term "economic problem"
Though the expectation of the people are endless, the "resources available" to satisfy the need is limited. This causes the "economic problem".
A student trying to decide how to spend his weekly allowance:
The need of student may be endless but still he is in a position to decide only based on the amount which he has to spend. He needs to prioritize the needs and then spend accordingly.
A country choosing to sacrifice some privacy to gain more security:
Under a compelled situation, the country has to sacrifice the privacy and then have to gain security. The loss due to negotiation of privacy is for sure and this leads to economic problem.
Answer:
$180 billion
Explanation:
The consumption is an act of spending the money from an income. The marginal propensity to consume is the proportion increase in the amount that a consumer is spending. The savings then decline if the consumption increases. In the given scenario the consumption will not raise even if there is an increase in national income and taxes are kept fixed at previous level. This is because marginal propensity to consume is same.
Answer:
B) the existence of only two candidates
Explanation:
Thee median voter theorem only considers voting choices along a single dimension, e.g. yes/no, candidate A/candidate B. This theory is based on the premise that median voters are those whose voting peak is at the median and voting equilibrium can be achieved when one majority wins against another alternative.
Theoretically, all that the government must do is find a voter whose preferences for public policies are in the middle of the normal distribution of voting preferences and carry out the policies preferred by that voter.
But when the alternatives are more than yes/no, then the preferences will not be normally distributed.
