Answer:
$87,650
Explanation:
The computation of the dollar amount of returns and allowances is shown below:
= Gross sales for store B × customer returns and allowances percentage
= $876,500 × 10%
= $87,650
By multiplying the gross sales with the customer returns and allowances percentage we can get the dollar amount with respect to the returns and allowances and the same is to be considered
Answer:
Overhead absorption rate
= Overhead absorbed/Actual labour cost x 100
= $4,400/$800 x 100
= 550% of direct labour cost
Explanation:
Since the overhead absorbed is $4,400, there is need to divide the overhead absorbed by actual direct labour cost multiplied by 100. This gives the overhead application rate.
Answer:
$3,122.96
Explanation:
Future value = 5000
i = 8%
n = 6
m = 2
Present Value = FV(1+i/m)^mn
Present Value = 5,000(1+0.08/2)^-2*6
Present Value = 5,000(1.04)^-12
Present Value = 5,000 / (1.04)^12
Present Value = 5,000 / 1.6010322
Present Value = 3122.985284118583
Present Value = $3,122.96
Answer and Explanation:
An increase in the number of firms increases the demand elasticity. As the demand elasticity increases from 2 to 3 it means you could encounter less demand if product prices are increased. At a demand elasticity of -3, it is regarded as inelastic demand and a change in price will not affect the demand for the product as customers are still likely to patronize the product example gasoline. Due to its high demand, an increase in price will not readily affect the demand for it. Therefore if you are to change the price from $10 at 2 to 3 demand elasticity increase, the percentage of increase from 2 to 3 is given as.
3-2/2 X 100 = 50%
The new charge (x) at -3 demand elasticity = 50%/3 = 0.66666666
The increase in the new charge is therefore $10 + $10x = $10 + $10(0.166666) = $11.67
Answer:
D.
Explanation:
The word 'iterative' is derived from the Latin word 'iterare', which means 'to repeat.'
Iterative is a term used to define a process of repetition to attain the desired outcome. It is a repetitive process performed to improve or do better than before.
The statement that correctly defines the term 'iterative' is option D. The statement talks about working in cycles (repetition) to get a desired result of (refined product).
Therefore, option D is correct.
