Solve the Initial-Value Problem $$\frac { d r } { d t } + 2 t r - r = 0 , r ( 0 ) = 3$$

question 54

Short Answer

Solve the initial-value problem.
$$\frac { d r } { d t } + 2 t r - r = 0 , r ( 0 ) = 3$$

---

Definitions:

Chronic Illness

A long-lasting health condition that can be controlled but not cured, often requiring ongoing management.

Asthma Attacks

Episodes of intensified asthma symptoms such as wheezing, coughing, shortness of breath, and chest tightness.

HIV Prevalence

The proportion of individuals in a population who are infected with the Human Immunodeficiency Virus (HIV) at a given time.

HIV Incidence

The rate at which new cases of Human Immunodeficiency Virus are diagnosed in a population over a specific time period.