True. Fixed cost per unit is inversely proportional to the volume of units produced.
Fixed costs per unit are inversely proportional to the volume produced because depending on the amount of units made, the amount spent on fixed costs is then based. Because they are related to one another, this statement is true.
Answer:
To earn $1,150 the order should be 900 units.
Explanation:
Giving the following information:
Selling price= $12
Unitary variable cost= $10
Incremental fixed costs= $650
Desired profit= $1,150
<u>Because it is a special order, and there is unused capacity (1,000 units), we will take into account only the incremental fixed costs.</u>
<u>To calculate the number of units to be sold, we can use the break-even point formula with the desired profit:</u>
<u></u>
Break-even point in units= (fixed costs + desired profit) / contribution margin per unit
Break-even point in units= (650 + 1,150) / 2
Break-even point in units= 900 units
To earn $1,150 the order should be 900 units.
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Answer:
Variance = 0.02141851
Explanation:
We first calculate the mean for the stocks
Mean = (0.1858 - 0.0558 + 0.2081) / 3
Mean = 0.3381 / 3
Mean = 0.1127
Variance = [(0.1858 - 0.1127)^2 + (- 0.0558 - 0.1127)^2 + (0.2081 - 0.1127)^2] / 3 -1
Variance = [0.0731^2 + (-0.1685^2) + 0.0954^2] / 2
Variance = 0.00534361 + 0.02839225 + 0.00910116 / 2
Variance = 0.04283702 / 2
Variance = 0.02141851
The variance of returns is 0.02141851