Solution
Given :
Standard direct labor hours = 4.6 hours per unit
Standard variable overhead rate = $ 4.60 per hour
Actual direct labor hours worked = 9400
Actual variable overhead incurred = $ 44,940
Number of units of N06C = 2100 units
Therefore, output absorbed, V.OH = SHAO x budget OH/hr
= (2100 units x 4.6 per unit) x $ 4.60 per hour
= $ 44,436
The Input Absorbed V.OH = actual hours x budgeted OH/hour
= 9400 x $ 4.60 per hour
= $ 43,240
Therefore, the variable overhead rate variance is = $ 43,240 - $ 44,436
= $ 1196 (U)
Answer:
Option B, both input and output prices will increase
Explanation:
Since the demand far smart watches is increasing, the price of watches will escalate to cater the opportunity cost. With the rising demand for smart watch, the demand for specialized input will also increase. Considering the growth in demand for specialized input, its cost shall also escalate to take the benefit of opportunity. Along with raw material, variable costs such as transportation, manpower, electricity etc. will also increase both in input (bringing raw material and producing final product) and output (export of the final product)
In nut shell, both the input and output price will increase.
Answer:
8.48%
Explanation:
Calculation to determine What must the coupon rate be on the bonds
First step is to find the coupon rate of the bond.
Coupon payment = $957 = C(PVIFA9.0%,16) + $1,000(PVIF9.0%,16)
Solving for the coupon payment will give us C= $84.83
Now let calculate the coupon rate using this formula
Coupon rate= Coupon payment/ Par value
Let plug in the formula
Coupon rate = $84.83 / $1,000
Coupon rate = .0848*100
Coupon rate =8.48%
Therefore the coupon rate on the bonds is 8.48%
