The solution to the differential equation that satisfied the given initial condition is: y = - 9a. See the solution below.
What is a differential equation?
A differential equation is a type of equation that comprises at least one derivative related to a function.
The solution to the question above is given as follows:
Step 1 - State the problem
The problem is given as - y′ tan(x) = 9a + y, y(π / 3) = 9a, 0 < x < π / 2
See the next steps in the attached.
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