Item 11Item 11 You are going to deposit $24,500 today. You will earn an annual rate of 5.5 percent for 8 years, and then earn an annual rate of 4.9 percent for 11 years. How much will you have in your account in 19 years

$63,637.94

Explanation:

$24,500 is deposited in the bank

5.5% annual rate will be earned in 8 years

= 5.5/100

= 0.055

4.9% annual rate will be earned in 11 years

= 4.9/100

= 0.049

The first step is to calculate the future value of the amount after 8 years

= amount deposited×(1+r)^n

r is the annual rate, n is the number of years

= $24,500×(1+0.055)^8

= $24,500×1.055^8

= $24,500×1.534686515

= $37,599.8196

Therefore, the amount that would be present in the account in 19 years can be calculated as follows

= amount at the end of year 8×(1+r)^n

where r = 0.049, n= 11

= $37,599.8196×(1+0.049)^11

= $37,599.8196×1.049^11

= $37,599.8196×1.692506597

= $63,637.94

Hence the amount present in the account in 19 years is $63,637.94

d. all of the above are true.

being suspected of supplying drugs means you are much more likely to be charged. the amount of drugs found on you, and whether you have a criminal record, will be taken into account when a punishment is being decided.

decisions to prosecute are taken by the public prosecution service. the maximum sentences for intent to supply drugs are: