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integration and differentiation Add in library

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can you make sure to solve all the questions accurately as it is a very important a1. (a) By making the substitution u = e x and then using partial fractions, evaluate Z dx e x + 1 . (b) By making a suitable substitution, evaluate Z cos θ dθ sin3 θ + sin θ . 2. A differential equation of the form dy dx + p(x)y = q(x)y n is called a Bernoulli differential equation. (a) Show that if y is the solution of the above Bernoulli differential equation and u = y 1& ...

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Tags: Australia Canberra University Of Canberra MATH136 S214 - Mathematics Maths maths 

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