Answer:
investment after 6 years = $129.80
Explanation:
given data
invested = $110
simple interest = 3%
period = 6 years
to find out
How much will his investment be worth after 6 years
solution
first we get here interest that is express as
interest = invested amount × rate × time ..................1
interest = $110 × 3% × 6
interest = $19.8
and
investment after 6 years = invested amount + interest .................2
investment after 6 years = $110 + $19.8
investment after 6 years = $129.80
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.
Stakeholders are someone or agroup of ppl that are interested in the business
The amount by which Alex's deposit amount vary from Javier's if Alex also makes a deposit today, but earns an annual interest rate of 6.2 percent is $3381.39.
<h3>
How to calculate the value?</h3>
We use the formula:
A=P(1+r/100)^n
where
- A=future value
- P=present value
- r=rate of interest
- n=time period.
Hence future value Javier will be:
=$15000*(1.052)^27
=$58,954.40
For Alex:
58,954.40=P*(1.062)^27
P=58,954.40/(1.062)^27
=$11618.61
Hence difference will be:
=15000 - 11618.61
= $3381.39
Learn more about interest on:
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