aniq integralning ba`zi tadbiqlari
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1576503439.doc 0 ) ( £ x f dx x f s b a ò = ) ( ) ( 1 x f y = ) ( 2 x f y = ( ) ) ( ) ( 2 1 x f x f £ ) ( , b a b x a x < = = ) ) ( ) ( ( 1 2 dx x f x f s b a ò - = ( ) ) ( ) ( ), ( ) ( 2 1 2 1 y y y vax y x j j j j £ = = ) ( d c < ( ) dy y y s d c ò - = ) ( …
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