Answer:
The correct answer is option C) Responsibility for others
Explanation:
Being responsible for the financial needs for others is one of the biggest factors that leads the individual towards increased income, reduced risk and increases future financial protection.
They have to pay for not only themselves, but others too, most commonly their family. Therefore, they think of investing in assets that have a high profit return and low risk of failure such as buying a property for future purposes or looking for a job that has more long term privileges.
Answer:
Explanation:
In the former case that is investment in security that pays interest of 8% per year for the next 2 years , there is provision of fixed interest rate . That means one can be assured of interest rate of 8 % for two years but he can not get benefit of market fluctuation if interest rate if it rises above 8 % after one year .
In case of investment in security that matures in 1 year but pays only 6% interest , one can take the benefit of market fluctuation if interest rate rises above 8 % . So if there is likelihood that interest rate can rise above 8 % in future , one should invest in 6% security for one year and reinvest it after one year , in the same security or in other security which fetches higher rate of interest .
Apart from that , if there is a contingent liability of paying after one year , one can not go in for 2 year security as it will have to break prematurely , that will result in loss of interest .
So due to situation described above, one should prefer investment in one year security .
Answer:
pattern: mulitplied by -2
conjecture for next number: -80
Explanation:
for each number, it gets multiplied by -2.
two negatives make a positive.
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One typical relationship between time and interest rate would be simple interest rate. It is the most simplest interest rate however it is not used nowadays since it does not account for all cost along the value of the money. For this relationship, interest rate is directly proportional with time.
Answer:nine years
Explanation:The result is the number of years, approximately, it'll take for your money to double. For example, if an investment scheme promises an 8% annual compounded rate of return, it will take approximately nine years (72 / 8 = 9) to double the invested money.
