Question: If f(x) tends to infinity at both a and b, then we define Where c is any point between a and b, provided of course

If f(x) tends to infinity at both a and b, then we define
If f(x) tends to infinity at both a and b,

Where c is any point between a and b, provided of course that both latter integrals converge. Otherwise, we say that the given integral diverges. Use this to evaluate

If f(x) tends to infinity at both a and b,

Or show that it diverges?

f(x) dx= | f(x) dx+ | f(x) dx,

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