Answer:
$53
Explanation:
Call option is $3
Exercise price is $50
The stock is currently priced at $49
It rises to $55 on the expiration date
Therefore the cost price at which the speculator will break even can be calculated as follows
= ($50-$3)+($55-$49)
= $47 + $6
= $53
Answer:
$1,100
Explanation:
The amount which Rachel must include in her 2018 gross income would be computed by applying an equation which is shown below:
= Itemized deductions - standard deductions
= $6,900 - $5,800
= $1,100
The $1,100 would be included in the $1,900 refund which is presented in her 2018 gross income.
The excess amount between itemized deductions and standard deductions would indicate the extra refund amount which is already included in its $1,900 refund amount
<u>Children's construction sets</u><u> is the primary product focus for the </u><u>lego </u><u>company.</u>
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What is the strategy of LEGO?
- The LEGO Group's mission is to inspire and develop the builders of tomorrow through the power of play.
- The LEGO System in Play, with its foundation in LEGO bricks, allows children and fans to build and rebuild anything they can imagine.
Does LEGO use differentiation strategy?
- The LEGO group is using the differentiation strategy as the company states, "we want to be the best, not the biggest."
- In addition to that, the company is focusing on new product development along with innovation as well.
Why is LEGO so successful?
- Instead of offering kids ready-made toys, LEGO gives them the opportunity to build their toys — a much more challenging activity which kept kids engaged for hours.
- The LEGO System of Play becomes very successful and the company starts selling it to other countries.
Learn more about LEGO
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Answer:
I use coffee daily. The supply for the coffee I bought (Colombian Coffee) is few then the price is expensive. As the price is expensive I can only buy 2 pounds of this item per month. My demand is affected for the price that producers set to this coffee. I would like to buy more but then the supply of this product is limited therefore the prices will always be high.
Answer:
100 units
Explanation:
Given that,
Annual demand (D) = 500 units
Ordering cost (S) = $5 per order
Holding cost (H) = $0.50 per unit per year
Optimal order quantity(Q):
= 100 units
So, the optimal number of diamonds to be ordered is 100 units.
