Answer:
The correct option is b) USD to GBP; GBP to CHF; CHF to USD.
Explanation:
A triangular arbitrage can be described as the act of taking advantage of a foreign exchange market arbitrage opportunity created by a pricing difference between three different currencies.
A triangle arbitrage method entails three deals, with the first currency being converted to a second, the second currency being converted to a third, and the third currency being converted to the first.
In the question, USD is the first currency, GBP is the second currency, and CHF is the third currency. Based on the explanation above, the three steps which will create triangular arbitrage profit are as follows: first step, convert <u>USD to GBP</u>; second step, convert <u>GBP to CHF</u>, and third step, convert <u>CHF to USD</u>.
Therefore, the correct option is b) USD to GBP; GBP to CHF; CHF to USD.
Answer:
50 Months
Explanation:
If there is no compound interest it would be 50 Months. You would divide 250,000 by 5,000 to get the months.
Answer:
C. Personal selling
Explanation:
In personal selling, a sales representative engages the customer on a one-one conversation in an attempt to persuade them to buy a product or service. The sales person makes us of his or her skill, experience, and abilities to convince the buy the goods or services. Personal selling is also known as face-face selling.
Personal selling requires a sale representative to have good interpersonal skills. The salesperson will point out at the salient features and benefits in a bid to convince the customer that the product will add value to them. The customers seek as much information as they desire and gets the opportunity to negotiate for better prices.
Answer:
well l'm not on instagram
Answer:
Dr. Cr.
Work in progess 139,000
Salaries and wages payable account 139,000
Explanation:
Direct Labor are charges to work in progress account and a payble is created as a result.
Total Labor cost = $212,000
Indirect cost = $73,000
Direct labor cost = $212,000 - 73,000
Direct labor cost = $139,000
