Question: The floor function |_(_())x_(_())| is defined as the largest integer less than or equal to x. For instance, we have: |_(_())pi _(_())|=3,|_(_())e_(_())|=2,|_(_())1_(_())|=1 Evaluate the following

The floor function |_(_())x_(_())| is defined as the largest integer less than or equal to x. For instance, we have: |_(_())\pi _(_())|=3,|_(_())e_(_())|=2,|_(_())1_(_())|=1 Evaluate the following integral: \int_0^(10)|_(_())(x)/((2)_(_()))|+|_(_())2x_(_())|dx

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