Given that the real numbers a and B satisfy AB = 1, the evaluation is as follows: (1) B of 1 + A + 1 + B of B; (2) 1 / 2 of 1 + A + 1 / 2 of B + 1 / 1 It's mainly the second question. The first question has come out --

This is an ab = 1, ab = 1 b = 1 b = 1 / a (1) B / (1 + a) + B / (1 + a) + B / (1 + a) + B / (1 + a) + (1 / a) / (1 + a) / (1 + a) / (1 / a) / (1 / a) (1 / a (1 + a) + (a (a + a) (a (1) B / (1 + a \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\)

RELATED INFORMATIONS

1. If AB is a real number and B = 2010, the square of change sign A-1 + the square of change sign 1-A + 2010, find the value of a-b
2. Let a and B be positive real numbers, and prove: 1 / 2 of a + 1 / 2 of B + ab
3. Let a be greater than B and greater than 0, and the square of a plus the square of B is equal to 6ab
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5. If the parabola y = - 3x2-6x + 5 is known, then its vertex coordinates are______ ．
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8. Matching method, how to match the X & # 178; + 3x + 5 = y matching method into vertex form
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