Integration of Titer+2/titer dx

Answer 1

To integrate the expression (Titer+2)/(Titer dx), we can use the method of partial fractions.

Step 1: Rewrite the expression as a sum of partial fractions:
(Titer+2)/(Titer dx) = A/Titer + B/dx

Step 2: Multiply both sides by Titer dx to remove the denominators:
Titer + 2 = A*dx + B*Titer

Step 3: Equate the coefficients of Titer on both sides:
1 = B

Step 4: Equate the coefficients of dx on both sides:
2 = A

Step 5: Substitute the values of A and B back into the partial fractions expression:
(Titer+2)/(Titer dx) = 2/Titer + 1/dx

Now, we have rewritten the expression in terms of partial fractions.