Berarti :
3^(2/3) (2+7) / (6²)^(1/4) =
3^(2/3).9 / 6^(1/2) =
3^(2/3).3^2 / (3^(1/2).2^(1/2) =
3^(2/3 + 2) / (3^(1/2).2^(1/2) =
3^(8/3) / (3^(1/2).2^(1/2) =
3^(8/3-1/2) / 2^(1/2) =
3^(16-3)/6 / 2^(1/2) =
3^(13/6). / 2^(1/2)
Yg A berarti
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Berarti :
3^(2/3) (2+7) / (6²)^(1/4) =
3^(2/3).9 / 6^(1/2) =
3^(2/3).3^2 / (3^(1/2).2^(1/2) =
3^(2/3 + 2) / (3^(1/2).2^(1/2) =
3^(8/3) / (3^(1/2).2^(1/2) =
3^(8/3-1/2) / 2^(1/2) =
3^(16-3)/6 / 2^(1/2) =
3^(13/6). / 2^(1/2)
Yg A berarti