Answer:
The answer is This should be possible in O(m+n) with BFS.
Explanation:
Give us a chance to take your chart G. Complete a BFS on the diagram. Check every one of the hubs in the diagrams as visited as normal with BFS. Rather than adding only hubs to the line in the DFS include hubs in addition to number of incoming ways. On the off chance that a hub that has been visited ought to be included disregard it. On the off chance that you discover a hub again which is as of now present in your line don't include it once more, rather include the checks together. Proliferate the depends on the line while including new hubs when you experience the last hub i.e the goal hub the number that is put away with it is the quantity of briefest ways in the diagram.
Answer:
A. Normal goods: positive income elasticity of demand.
Explanation:
Change 1: gdp% of votes in primary sector
Explanation: over eleven years the number decreased by 20%, this represents a lower want
Change 2: gdp% of votes in tertiary sector
Explanation: when in the older group the number increased by 35%, This shows a higher want
Based on the percentage of the receivables that go to the allowance account and the accounts receivable balance, the bad debt expense is $24,000.
<h3 /><h3>How can the bad debt expense be found?</h3>
This is found as:
= (Accounts receivable balance x Percentage of receivables ) + (Amount written off - Credit balance on allowance account)
Solving gives:
= (300,000 x 8%) + (25,000 - 21,000)
= 24,000 + 4,000
= $28,000
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<u>Solution:</u>
The price per variable unit is set at 1.5 times the cost; the VC / unit is estimated at $2.50.
Price = 2.5 * 2.50 = $6.25
Variable cost = $2.50
Fixed cost = $220,000
Break-Even Volume = Fixed cost / (Price - Variable cost)
= $220.000 / (6.25 - 2.50)
Break-Even Volume = 58,667 units