Answer:
If the company makes the units, it will save $7,000 per period.
Explanation:
Giving the following information:
Make in-house:
Number of units= 16,000
Variable cost per unit= $22
<u>Avoidable fixed cost per unit= $3</u>
Buy:
Number of units= 16,000
Buying price= $27
Rent= $25,000
<u>First, we will determine the total cost of each option:</u>
Make:
Total cost= 16,000*(22 + 3)= $400,000
Buy:
Total cost= 16,000*27 - 25,000= $407,000
If the company makes the units, it will save $7,000 per period.
Answer:
2%
Explanation:
Actual return = [(Dividend + Capital gain) / Purchase price] * 100
= [($1.32 + $27 - $24) / $24] * 100
= 18%
Expected return = rf + Beta*(E(rm) - rf)
= 10% + 0.6*(20% - 10%)
= 16%
Abnormal return = Actual return - Expected return
Abnormal return = 18% - 16%
Abnormal return = 2%
Answer:
$1,200 favorable
Explanation:
Given,
Standard unit price for direct materials, SP = $8 per gallon
Actual direct materials price, AP = $22,800
Actual number of direct materials, AQ = 3,000 gallons
Actual unit price for direct materials = Actual direct materials price ÷ Actual number of direct materials
Actual unit price for direct materials = $22,800 ÷ 3,000 gallons
Actual unit price for direct materials = $7.6 per gallon
We know,
Direct Material Price Variance = (SP − AP ) × AQ
Direct Material Price Variance = $(8 - 7.6) × 3,000 gallons
Direct Material Price Variance = $1,200 favorable
Explanation:
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Answer:
Slope = -1
Explanation:
Demand is buyers ability & willingness to buy at a price, time.
Demand Curve is graphical representation of quantity demanded at various prices at y axis, demand at x axis.
Slope = Change in Y i.e ∆Y / Change in X i.e ∆X
'Slope of Demand Curve' is a varied version of 'Price Elasticity of Demand' i.e quantity demanded responsiveness to change in price. Former shows relative change in quantity demanded over a change in price & latter shows change in price for a given change in quantity demanded.
Demand Curve Price at Y axis, Quantity at Axis, Slope= ∆Y/∆X becomes
= ∆P/∆Q. As per given details, ∆P/∆Q = (9-10)/(5-4) = -1/1 = -1
