Answer:
Standard fixed overhead rate
= Budgeted fixed overhead cost
Budgeted direct labour hours
= $45,000
15,000 hours
= $3 per direct labour hour
Fixed overhead volume variance
= (Standard hours - Budgeted hours) x Standard fixed overhead rate
= (12,000 hours - 15,000 hours) x $3
= $9,000(U)
The correct answer is B
Explanation:
In this case, we need to calculate standard fixed overhead rate, which is budgeted fixed overhead cost divided by budgeted direct labour hours. Then, we will calculate fixed overhead volume variance, which is the difference between standard hours and budgeted hours multiplied by standard fixed overhead rate.
Answer: $4,800
Explanation:
First find the Annual holding cost:
= Average inventory * Cost of holding a unit
= 500/2 * 1 * 12 months
= $3,000
Then find the Annual ordering cost:
= Expected units to be sold/ Units ordered * Ordering cost
= 9,000/500 * 100
= $1,800
Annual Inventory cost = Annual holding cost + Annual ordering cost
= 3,000 + 1,800
= $4,800
Answer:
Given: Total shift time = 8 hours = 8 * 60 = 480 minutes
time required for production of one saw = 6 minutes
Demand for Bow saw = Demand for frame saw = Demand for dovetail saw = 1/2 * Demand of Tenon saw
a) Mixed model schedule:
Mixed model schedule
Product no. per batch
Bow Saw 1
Frame Saw 1
Dovetail Saw 1
Tenon Saw 2
Total 5
Therefore 2 Tenon Saw, and each bow, frame, and dovetail saws will be produced before the cycle is repeated.
b) 2 Tenon Saw, 1 bow, 1 frame, and 1 dovetail saws will be produced under production sequence for one unit production.
The length of cycle will be 5*6=30 minutes i.e. the cycle will repeat once in 30 minutes for 8 hours means totally it will repeat 16 times during one shift.
c) Number of saws Swenson produce in one shift = Number of Bow saw Swenson produce in one shift + Number of Frame saw Swenson produce in one shift + Number of Dovetail saw Swenson produce in one shift + Number of Tenon saw Swenson produce in one shift
Explanation:
Answer:
The volume and surface area of the cube is 125 cm³ and 150 cm² respectively.
Explanation:
The expression for the surface area of the cube :
A = 6s²
s is the side of the cube
The expression for the volume of the cube is :
V = s³
We need to find the volume and surface area of the cube.
For surface area : S = 6(5)² = 150 cm²
For volume : V = (5)³ = 125 cm³
Hence, the volume and surface area of the cube is 125 cm³ and 150 cm² respectively.