Answer: $3.40
Explanation:
Based on the information given in the question, the materials cost per unit will be calculated thus:
First, we'll calculate the completed units which will be:
= 18500 - 1400
= 17100
Ending inventory = 1400 units
Equivalent Production Unit with respect to Material = (17100 x 100%) + (1400 x 100%)
= 18500 Units
Material Cost Per Unit will be:
= Total Material Cost / Equivalent Production Unit
= $62900 / 18500
= $3.40 per unit
The material cost per unit is $3.40
Answer: Jackson would decrease CASH and increase EXPENSES in the accounting equation.
Explanation: Jackson would lose cash by spending his money and his Living expenses will also rise along with it.
Answer:
D. $ 3 million or more
Explanation:
Since the minimum materiality amount on individual basis is $3 million for client's income statement.
Therefore, whether it is on individually or collectively identified that there is misstatement of at least $3 Million the auditor will consider it material.
They will notify appropriate authorities regarding the misstatement.
People often have different expectations. If people have rational expectations, the sacrifice ratio could be much smaller than suggested by the short-run Phillips curve is a false a statement.
- The sacrifice ratio is said to be smaller than suggested by former estimates. The short-run phillips curve will ten to shift downward and the economy would reach low inflation very fast.
Rational expectations is known to be an economic theory. It simply states that when making decisions, individual agents will capitalize their decisions on the information that is best and available and they also learn from past trends.
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brainly.com/question/20345500
The missing word in the blank is :
small
hence the completed paragraph is:
The coach is weighing a slightly increased risk of losing against a slightly decreased risk of injury to the star quarterback. this weighing of trade-offs is an example of marginal thinking, because the star quarterback was in for most of the game, and the coach's decision concerns <u><em>small</em></u> shifts in probabilities with the game nearly over.
