The answer that fits the blank would be PENETRATION. Based on the given scenario above, the penetration pricing strategy was utilized in order for the item that was lowered in price reach a vast part of the market and this would eventually be known to everybody.
Answer:
The representative should talk to the manager to determine if there was a Know Your Customer violation
Explanation:
Answer:
Order size = 23 cars
The number of orders = 23
Explanation:
The economic order quantity (EOQ) is the order size that reduces the balance of holding and ordering cost. It is to be noted that at EOQ, the carrying cost is equal to the holding cost.
The EOQ is computed as shown below;
= √ 2 × Co × D)/Ch
Co = Ordering cost
D = Annual demand
Ch = Carrying cost
EOQ = √ 2 × 500 × 529 / 1,000
EOQ = 23
Number of cars to be ordered per time, I.e optimal order size = 23
Order size = 23 cars
2. The number of times orders should be placed per year would be calculated as;
Number of orders = Annual demand / Order size
Number of orders = 529 / 23
Number of orders = 23
Answer:
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Explanation:
The potential for risk is higher when considering a foreign market with a politically unstable nation.
What is unstable nation?
Ukraine. They already lost a portion of their country to Russia, Russia is obstructing important ports, and their population is greatly dispersed and in need. There is a lot of corruption, and some individuals want to be more like the rest of Europe while others prefer to be more like Russia. Additionally, they are totally dependent on Russia for their energy needs. Additionally, there is hardly one in Ukraine who genuinely supports the state.
Bosnia is second. Even now, so many years after the conflict, there is still no functioning administration, and the country's divisions are just becoming worse.
Sadly, the UK is probably in third place. No of what kind of agreement is ultimately reached, Brexit is incredibly polarizing. It may cause discontent in Scotland and particularly Northern Ireland.
To study more about unstable nation
brainly.com/question/3999439
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