Answer:
Richard should have use <u>b</u><u>r</u><u>e</u><u>v</u><u>i</u><u>t</u><u>y</u> and <u>p</u><u>e</u><u>r</u><u>c</u><u>i</u><u>s</u><u>i</u><u>o</u><u>n</u><u> </u>in his ad to make it better.
Explanation:
Brevity is similar to shortness and percision is the most suitable answer because fluidity means changable and the comparability mean it can be similar and comparable
Karen is prospecting, which does occur within the larger category of preapproach. She is actively identify prospective customers to differentiate those who would most likely to buy her product, but she has yet to carry out interactions, she is still organizing her ideas and identifying her likely customers, but not actively engaging with a presentation or approach, as such this is prospecting.
Answer:
It is cheaper to make the part in house.
Explanation:
Giving the following information:
Harrison Enterprises currently produces 8,000 units of part B13.
Current unit costs for part B13 are as follows:
Direct materials $12
Direct labor 9
Factory rent 7
Administrative costs 10
General factory overhead (allocated) 7
Total $45
If Harrison decides to buy part B13, 50% of the administrative costs would be avoided.
To calculate whether it is better to make the par in-house or buy, we need to determine which costs are unavoidable.
Unavoidable costs:
Factory rent= 7
Administrative costs= 5
General factory overhead= 7
Total= 17
Now, we can calculate the unitary cost of making the product in-house:
Unitary cost= direct material + direct labor + avoidable administrative costs
Unitary cost= 7 + 5 + 5= $17
It is cheaper to make the part in house.
Answer:
The correct option is b.
Explanation:
Telephone as the fastest approach would be using a telephone. This mode is the fastest mode of communication for Raj to communicate with his team immediately.
Answer:
If the company makes 8 deposits, one per year earning 7% per year, in order to get $375000 at the 8 year, the company has to deposit $34,874.16 each year.
Explanation:
To get this number the best option is to use a excel spreadsheet and solver add-in. In a table with 8 columns (8 years), organize the payments and the rule of interest: payment year 1*(1+7%)^8+payment year 2*(1+7%)^7+payment year 3*(1+7%)^6+payment year 4*(1+7%)^5+payment year 5*(1+7%)^4+payment year 6*(1+7%)^3+payment year 7*(1+7%)^2++payment year 8*(1+7%)^1 where all the payments are equal (payment 1=p2=p3...=P8)
