Eliel, a 42 -year-old software developer, purchases a whole life insurance policy with a $⁢400,000 death benefit. The policy includes a cash value component that grows at a fixed interest rate of 5% annually. Eliel contributes $⁢12,000 annually to the policy's cash value portion, and the accumulated cash value will continue to grow at the same 5% interest rate. What will the cash value portion be after 20 years? Use the formula A=(P⁡((1+(r)/(n))^n⁢t−1))/((r)/(n))