You are using $410 + $510 = $920 out of a possible $1000 + $1000 = $2000
Therefore your credit utilization is

That is, 46%
Answer:
The operation manager would want the inventory in front of process A based on the lean system.
Explanation:
To fully understand the basis on which we chose the answer, we need to define what a lean system is.
A Lean system refers to a business process plan. More a of business model canvass that meticulously deal with business process plan and development for the purpose of achieving maximum value in production, client and customer satisfaction while still at a reduced cost of running business. It should also be noted that the lean system is mostly a continuum of existing process and subsequent process progress are mostly determined by the level of integrity attained by the primary design stage.
With the understanding gotten from the definition above, it then obvious from the narrative of the question that the process is consecutive. As such, follows a pattern of A to B to C and thus the level of integrity of process design achieved at A will be passed down to B and C.
This is the more reason why the operation manager will prefer to to want an inventory at A which is the primary point of start.
D) Can be submitted online or by mail
Answer:
$84,250
Explanation:
The computation of the estimated inventory loss is shown below:
= Opening Inventory + Purchases - Cost of Sales
where,
Cost of sales is
= $494,000 ×100 ÷ 160
= $308,750
And, the opening inventory is $184,000
And, the purchase is $209,000
So, the estimated inventory loss is
= $184,000 + $209,000 - $308,750
= $84,250
We simply applied the above formula so that the estimated inventory loss could arrive
Answer: 12.47%
Explanation:
The value of each stock will be gotten by their unit multiplied by the price.
Value of Stock A = 540 × 24 2 = 13068
Value of stock B = 310 × 48.1 = 14911
Value of stock C = 200 × 26.5 = 5300
Total value of stock = 33279
Weight of stock A = 13068 / 33279 = 0.393
Weight of stock B = 14911 / 33279 = 0.448
Weight of stock C = 5300 / 33279 = 0.159
The expected return on this portfolio will then be:
= (0.393 × 8.3) + (0.448 × 16.4) + (0.159 × 11.7)
= 12.47%