Answer: An investment property generates cash flows largely independently of the other assets held by an entity
Explanation:
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The 500- pound weight be shifted 1 inch to the left to balance the plank on the fulcrum
This is further explained below.
<h3>What is
a fulcrum?</h3>
Generally, The point at which the beam is allowed to pivot is referred to as the fulcrum. When force is applied to one end of the lever, it causes the other end of the lever to become loaded with more weight. Because of this, a mass will be moved higher.
A beam or rigid rod that is pivoted at a fixed hi/nge, also known as a fulcrum, constitutes a lever, which is a basic machine. A body that is inflexible yet has the ability to rotate on a point on itself is called a lever. The lever may be broken down into three distinct categories according to the positions of the fulcrum, the weight, and the effort.
In conclusion, In order to keep the plank stable on the fulcrum, the weight of the 500-pound bar must be moved to the left by one inch.
Read more about the fulcrum
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<span>400 BC would be a good time frame to fit this definition. This goes along with the entire culture, which had started using a more systematic approach to describing the world around them, instead of simply using anecdotal evidence to make judgments.</span>
Answer:
A) asking the current sales reps to create a log of their daily and weekly activities
Explanation:
Since the business grow at the steady rate also they wants to hire sales professional in order to sell into the new market so here the logical part with respect to the sales position is that we should ask the present sales reps in order to develop the logs for the daily and weekly activities
Therefore the option a is correct
Answer:
Explanation:
1) the number of weeks per year = 52 weeks
Average weekly demand(d) = 60 per weeks
Annual demand (D) = d x number of weeks per year = 60 x 52 = 3120 bolts
Ordering cost(O) = $12
Cost per bolt = 2 cents = $0.02
Holding cost(H) = 25% of cost = 0.25 * $0.02 = $0.005
a) Optimal order quantity (Q) = √(2DO/H)
= √[(2 X 3120 X 12) / 0.005]
= √(74880/0.005)
= √14976000
= 3870 bolts
Time between orders = (Q/D) number of weeks per year
= (3870/3120) 52
= 64.5 or 65 weeks
b) Annual holding cost =(Q/2) H = (3870/2) *0.005 = $9.675
Annual setup cost = (D/Q)* O = (3120/3870)* 12 = $9.674
