Answer:
The Amount draw from the account after 10 years is $109,555 .
Explanation:
Given as :
The principal deposited in account = p = $50,000
The rate of interest = 8% semiannually
The time period for the amount will be in account = t = 10 years
Let The Amount draw from the account after 10 years = $A
Now, From Compound Interest method
Amount = principal ×

A = p ×

Or, A = $50,000 ×

Or, A = $50,000 ×

Or, A = $50,000 × 2.1911
Or, A = $109,555
So, The Amount draw from the account after 10 years = A = $109,555
Hence,The Amount draw from the account after 10 years is $109,555 . Answer