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x^y^x^y^x^y..... = y^x^y^x^y^x...... (^ means to the power) . then x,y can take which values?(i mean what are possible values of x&y)
From the series, x^y^x^y^x^y..... => can be written =>as,(x^y)^m = mFrom the series, y^x^y^x^y^x...... => can be written as:(y^x)^n = nm = n given therefore,(x^y)^m = (y^x)^mox^y = y^xtake log both sides,ylogx = xlogyy/x = logy/logxHence for all x= y values it would be satiffies accept x and y should be non – zero.
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