Solve for p a=pe^(rt)

Problem

a=p*e(r*t)

Solution

1. Identify the goal, which is to isolate the variable p in the given equation.

2. Observe that the variable p is being multiplied by the exponential term e(r*t)

3. Divide both sides of the equation by e(r*t) to isolate p

a/(e(r*t))=p

4. Rewrite the expression using a negative exponent if desired, though the fraction form is also correct.

p=a*e(−r*t)

Final Answer

p=a/(e(r*t))

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