The answer to the question is g=-2
Answer:
b. spending on goods to be used in future production
Explanation:
There are basically four components of Gross domestic product (GDP) which are as follows
GDP = Consumption spending + investment + government spending + net exports
where,
Net exports would equal to
= Export-import
Here, investment means the investment is done on goods which increase in productivity for the future period so that overall output could be increased
Answer:
Factorization of the expression = [m - 8n²][m + 8n²]
Explanation:
Given expression;
m²- 64n⁴
Find:
Factorization of the expression
Computation:
m²- 64n⁴
m²- [(8n²)]²
Using formula;
a² - b² = (a + b)(a - b)
By putting value in above formula;
So,
Factorization of the expression = m²- [(8n²)]²
Factorization of the expression = (m)²- [(8n²)]²
Factorization of the expression = [m - 8n²][m + 8n²]
Answer:
Total Assets = Total Liabilities + Total Owner's Equity = $35,550
Explanation:
Note: See the attached excel file for the tabular analysis of the September transactions beginning with August 31 balances.
In the attached excel file, Evidence that Assets Equal Liabilities Plus Stockholders' Equity is prepared below the tabular analysis to show that the accounting equation holds as follows:
Total Assets = Total Liabilities + Total Owner's Equity = $35,550
In the attached excel file, the following calculations are performed:
1. Under Transaction 3: Accounts Payable ($) = $2,350 - $900 = $1,450
2. Under Transaction 4: Accounts Receivable = $7,900 - $2,550 = $5,350
The type of expenditure gap that's illustrated in Kittyville's economy is a recessionary expenditure.
<h3>What is expenditure gap?</h3>
It should be noted that an expenditure gap is when the demand for goods and services is more than the production.
In order to correct the gap, the economy hired the economist who suggested that there should be an increase in government spending and decrease in taxation.
Also, the change in government spending will be:
= Change in income b× (1 - MPC)
= $200 × (1 - 0.9)
= $20 billion.
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