an investor puts £5000 in a savings account that pays 10% simple interest at the end of each year. compare how much the investor would have after 6 years if the money was invested for 6 years?
If invested
"A= P(1+rt)"
where A = new balance
t= time
r= rate in decimals
P = Amount invested
"A= 5000 (1+01*6)"
"=5000(1.6)"
"= 8000"
£8000
In a Savings account
"A=P(1+r\/n)^n*^t"
n= number of times its compounded
"A=5000(1+0.1\/1)^1*^6"
"A=5000(1.1)^6"
"= 8857.805"
£8858
The investor will have £858 more if he saves
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