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
Andy just purchased a 2.5 acre vacant lot of land for $500,000. $41.32 per sq. yd price per square yard.
$500,000 ÷ 12,100 sq. yds. = $41.32 per sq. yd
What is square yard?
- The length times the width, expressed in feet, must be multiplied by 9, and the result is the square yard (SQYDS). A square yard measures 9 square feet.
- One billion is referred to as "yard" in finance. The word is derived from "milliard," which is comparable to the number one billion in American English and is used in various European languages.
- Add the area to the conversion factor to convert a square yard measurement to a square foot measurement. The square yards multiplied by nine gives the area in square feet.
- Add the length to the conversion factor to convert a yard measurement to a meter measurement. The yards times 0.9144 converts to the length in meters.
To learn more about square yard visit:
brainly.com/question/13434616
#SPJ4
The primitive vs. civilization hope this helps
Answer:
C. 534 units
Explanation:
The formula to compute the break-even point is shown below:
= (Fixed cost) ÷ (Contribution margin per unit)
where,
Contribution margin per unit = Selling price per unit - Variable expense per unit
= $3 - $0.75
= $2.25
So, the break-even point would be
= $1,201 ÷ $2.25 per unit
= 534 units
Simply we divide the fixed cost by the contribution margin per unit so that the accurate units can come.
Community college students can receive financial aid.
All other options are not true the term financial aid initially derived by the community colleges in order to provide funding to the students who cannot afford to study.
