Please mark true statements for type II improper integral:

since
f(x) is bounded over the interval so it must be bounded over the
interval so option c is incorrect.
Since f(x) is bounded on interval so area is bounded so b is correct.
Option e is correct as we can spilt the Integration
D is correct
A is correct
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Please mark true statements for type II improper integral: Please mark true statements for type II improper integral A)...
(1 point) Call an improper definite integral type 1 if it is improper because the interval of integration is infinite. Call it type 2 if it is improper because the function takes on an infinite value within the interval of integration. Classify the type(s) for each of the following improper integrals. ? 1. sec(x) dx 0 ? 2. $x2-3x+6° x2 - 5x + 6 1 ? 3. Loints dx -00 x2 00 ? 4. dx