The type of decision maker that tends to choose the first available option in haste is an impulsive decision maker. It is because this is where the decision maker tends to act in a way that is based on their instinct and that they don’t consider other options because they act immediately without having to think about the decision that they are making.
Answer:
D. none of these answer choices are correct.
Explanation:
The principle of revenue recognition occurs when the revenue is realized or earned either cash is received or not and it also serves the accounting accrual basis. Realizable also means that the buyer gets the product but the payment is made afterward.
In this, it does not depend on cash transactions.
Hence, the option D is correct
Answer:
$522,000
Explanation:
The computation of the Kendall Ford's total investment spending in 2018 is shown below:
= Dealership spent + repairing cost + unsold cars and trucks were valued i.e closing cost - unsold cars and trucks were valued i.e opening cost
= $20,000 + $2,000 + $900,000 - $400,000
= $522,000
The $600,000 would be ignored and the rest cost are taken for the computation
The aggregate demand curve shows a relationship between aggregate price level and demand at the given spending growth.
<h3>What is demand?</h3>
Demand is explained as the requirement of a certain product in the market, usually this demand is varied if the prices are changed and the demand also is impacted by the supply.
If the prices are high it is highly likely that the demand of that product will reduce if the product is not a necessity.
If the prices are lower the demand for the product will increase.
Learn more about demand and supply at brainly.com/question/27305760
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Answer:
Explanation:
1. Fixed Costs = 160,000
Pretax income = 164,000
Total contribution desired = 324,000 [160,000+164,000]
CM Ratio = 0.25
Sales = 324,000/0.25 = 1,296,000
2. Variable costs = Sales - Fixed costs - Pretax income = 1,296,000 - 160,000 - 164,000 = 972,000
So Total Sales amount to $1,296,000 and Variable cost is $972,000