Managing quality helps build successful strategies of "differentiation, low cost and response".
<u>Answer:</u> Option C
<u>Explanation:</u>
The expression of supervising all operations and activities necessary to maintain the rate of competence required, thus understood as "Quality management". It involves defining a performance policy, establishing and enforcing quality scheduling and expectation, as well as quality control and enhancing quality.
In order to attract market, launch of unique product is necessary with pocket friendly price and good quality too. When quality is managed more according to the market need than the owners capability of finance, then only growth of firm is possible, thus quality of product should not be compromised.
Answer:
The cost recorded will be $53,400
Explanation:
In this question, we are to give the value of the amount recorded as the cost of the new equipment.
By simply doing some additions, we will be okay.
mathematically, this would be
Cost of equipment recorded = cost of equipment + transportation cost + sales tax + installation cost = 48,00 + 1,200 + 2,500 + 1,700 = $53,400
Answer:
daniel should have focused on the message and not on the way it was delivered.
Explanation:
If Daniel had focused more on getting the message that was being passed by Kirk Douglas, he would have enjoyed the show more.
But in this case he was more focused on how Kirk Douglas was not accurately forming his words. The more he listened the more frustrated he became.
Answer: $8,391.90
Explanation:
So the company borrowed $40,000 from a bank.
They are to pay 7% interest on the note per year for 6 years.
We are to find the annual payments.
7% represents a constant payment schedule per year so we can use an Annuity formula.
Seeing as the Annuity factor has been calculated for us already we don't need to formula though.
The present value of an annuity factor for 6 years at 7% is 4.7665.
Calculating the present value of the annual payment can be done as follows,
= Amount / PVIFA (Present Value Interest Factor for an Annuity)
= 40,000/4.7665
= 8391.90181475
= $8,391.90
The annual payments equal $8,391.90.
