What is the solution for d(r)=((ln(2)))/(ln(1+0.04)) ?

The solution for d(r)=((ln(2)))/(ln(1+0.04)) is r(x)=c_{1}+17.67298…x

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d(r)=((ln(2)))/(ln(1+0.04))

d (r) = \frac{( ln ( 2 ) )}{ln ( 1 + 0.04 )}

r (x) = c_{1} + 17.67298 \dots x

Solution steps

d r (x) = \frac{ln ( 2 )}{ln ( 1 + 0.04 )}

Solve linear ODE:

r (x) = c_{1} + 17.67298 \dots x

r (x) = c_{1} + 17.67298 \dots x

What is the solution for d(r)=((ln(2)))/(ln(1+0.04)) ?
The solution for d(r)=((ln(2)))/(ln(1+0.04)) is r(x)=c_{1}+17.67298…x