Answer:
$444.42
Explanation:
For computing the saving amount, first need to calculate the economic order quantity, total cost etc
The economic order quantity is
where,
Annual demand is
= 774 packaging crates × 12 months
= 9,932 crates
And, the carrying cost is
= $12 × 34%
= $4.08
= 363.37 crates
Now the total cost is
= Annual ordering cost + Annual carrying cost
= Annual demand ÷ Economic order quantity × ordering cost per order + Economic order quantity ÷ 2 × carrying cost per unit
= 9,288 ÷ 363 × $29 + 363 ÷ 2 × $4.08
= $742.02 + $740.52
= $1,482.54
Now the total cost in case of 774 packing crates is
= Annual ordering cost + Annual carrying cost
= Annual demand ÷ Economic order quantity × ordering cost per order + Economic order quantity ÷ 2 × carrying cost per unit
= 9,288 ÷ 774 × $29 + 774 ÷ 2 × $4.08
= $348 + $1,578.96
= $1,926.96
So, the annual saving cost is
= $1,926.96 - $1,482.54
= $444.42
Answer:
trialability
Explanation:
trialability is the strategy used to try to increase the diffusion of new format using the service
An increase in the real wage rate decreases the quantity of labor demanded, increases the quantity of labor supplied, and when the labor market is in equilibrium, equates demand and supply of labor.
<h3>What is real wage rate?</h3>
Real Wage Rate in economics refers to the result obtained by dividing the nominal wage rate by the prices of goods.
It is used as a more accurate measure of how much the spending power and is also an indicator of the standard of living of workers.
Learn more about real wage rate at:
brainly.com/question/6342231
Answer and Explanation:
The number of packets of waffles is W
and the number of muffins are M
The weight of dough is 250 pound and a pack of muffins requires 1 lb of dough whereas a pack of waffles uses 3/4 lb of dough.
3÷4W+M≤250
Multiplying both sides by 4
3W+4M≤1000
It takes bakers 6 minutes to make a packer of waffles and 3 minutes to make a pack of muffins, the total time available is 20 hours or 1200 minutes.
3M+6M≤1200
Minus the initial equation from the new equation:
(3M+6M≤1200)−(3W+4M≤1000)
2M≤200
Dividing equation by 2
M≤100
For M≤100
3W+4M≤1000
3W≤1000−4M
For the Maximum values of M
the least value of W is obtained
3W≥1000−4×100
3W≥600
Dividing the equation by 3
W≥300
For maximum profit, the number of waffles and muffins is taken as 300 and 100 respectively :
1.5∗300+2∗100
=650
