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Let log4 X - (1 / 4) ^ x = 0 and the roots of log4 X - (1 / 4) ^ x = 0 be X1 and X2 respectively A 0 The second is Log1 / 4 x - (1 / 4) ^ x = 0
How can the two equations be the same? But this type of problem is to draw a picture, that is, to move the term, and then draw the graphs on both sides of the equation. In this way, we can see that the range of the roots of the two equations can be compared
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