Solve the Problem $e ^ { 0.05 t }$ = 10017 Years
B) a = 80,000 - 56,000

question 30

Multiple Choice

Solve the problem.
-An initial deposit of $24,000 is made into an account that earns 5% compounded continuously. Money is then withdrawn at a constant rate of $4000 a year until the amount in the account is 0. Find the equation for the amount in the account at any time t. When is the amount 0?

• A) A = 60,000 - 36,000 \(e ^ { 0.05 t }\) = 10.017 years
• B) A = 80,000 - 56,000 \(\mathrm { e } ^ { 0.05 \mathrm { t } }\)= 8.352 years
• C) A = 80,000 - 56,000 \(e ^ { 0.05 t }\)= 7.134 years
• D) A = 60,000 - 36,000 \(e ^ { 0.05 t }\)= 8.352 years

---

Definitions:

Low Birth Weight

A term used to describe babies who are born weighing less than 2,500 grams (5 pounds, 8 ounces), which increases risk for health complications.

Insecure Attachment

A type of emotional bond where individuals are unable to form secure and healthy relationships, often originating from early childhood experiences.

Sensitive Care

Caregiving that is responsive and attuned to the needs and cues of those being cared for, promoting security and emotional well-being.

Self-actualization

The realization or fulfillment of one's talents and potentialities, considered as a drive or need present in everyone, and the highest level of Maslow's hierarchy of needs.