I dont know!!!!!!!!!!!!!!!!!!!!!!!!!!
Answer:
d. 18,570 pounds
Explanation:
The computation of the raw material purchased for the month of February is shown below:
= Production in units + ending inventory - beginning inventory
where,
Production in units = 19,200
Ending inventory is
= 17,100 × 30% × 1
= 5,130
And, the beginning inventory is
= 19,200 × 30% × 1
= 5,760
So, the raw material purchased for the month of February is
= 19,200 + 5,130 - 5,760
= 18,570 pounds
We simply applied the above formulas
Answer:
test marketing stage
Explanation:
Test marketing stage -
It is the method , where the population is made to decide about the sample of any product before the complete launch of the product , is known as test marketing stage .
This method helps to get the proper opinion of the product , whether it can survive in the market or not , before the launch of the complete range of product .
hence , from the question , the correct term for the given information of the question is test marketing stage .
Answer:
a violation of Title VII
Explanation:
Title VII is an act that affects businesses that have more than 15 employees, both private and public institutions.
It prohibits sexual harassment in the workplace that results in creation of a work environment that is hostile or actions such as refusal to employ, firing, or demoting an employee base on sexual bias.
The given scenario where Acme Co. only hires men salespeople because, it says, they relate better to the customers. This is a violation of Title VII
To find the fixed cost, we need add all costs that do not change with the number of haircuts. These are the salaries of the barbers and the manager bonus, the advertisement fees, rent and the magazines. We also have the standard part of the utility payment, the 170$. Those add up to:
6*1310+520+280+980+20+170=9830$. We also have regarding the variable costs:
The utilities variable part are included since they depend on haircuts, barber supplies and the base rate of each barber per haircut. Hence those are:
(5.90+0.38+0.27 per haircut)=6.55$ per haircut
