Answer:
$2,860 F
Explanation:
DIRECT MATERIALS VARIANCES
[tex](standard\:cost-actual\:cost) \times actual \: quantity= DM \: price \: variance[/tex]
std cost $14.40
actual cost $13.75
quantity 4,400
[tex](14.40-13.75) \times 4,400= DM \: price \: variance[/tex]
difference $0.65
price variance $2,860.00
The difference between std cost and actual cost is positive, the company saved cost per meter. This difference makes the variance favorable.
Now multiplying the meters purchased by the save per meter will give us the total price variance