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\begin{array}{l} \int\limits_0^\pi {\frac{x}{{{a^2}Co{s^2}x + {b^2}Sin{}^2x}}} dx\int\limits_0^\pi {\frac{x}{{{a^2}Co{s^2}x + {b^2}Sin{}^2x}}} dx\\ \int\limits_0^\pi {\frac{x}{{{a^2}Co{s^2}x + {b^2}Sin{}^2x}}} dx\int\limits_0^\pi {\frac{x}{{{a^2}Co{s^2}x + {b^2}Sin{}^2x}}} dx\\ \int\limits_0^\pi {\frac{x}{{{a^2}Co{s^2}x + {b^2}Sin{}^2x}}} dx\int\limits_0^\pi {\frac{x}{{{a^2}Co{s^2}x + {b^2}Sin{}^2x}}} dx \end{array}
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