1: \(=\dfrac{6^{2006}\left(6-1\right)}{6^{2006}}=5\)
2: \(=\dfrac{5^{1985}\left(5-1\right)}{5^{1985}}=4\)
`(6^2007 - 6^2006) : 6^2006`
`=6^2007 : 6^2006 - 6^2006 : 6^2006`
`=6^1 - 6^0`
`=6-1`
`=5`
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`(5^1986 - 5^1985) : 5^1985`
`=5^1986: 5^1985 - 5^1985 : 5^1985`
`=5^1 - 5^0`
`=5-1`
`=4`
`a, 6^2006 . (6+1) : 6^2006`
`= 7`
`b, = 5^1985(5 + 1) : 5^1985`
`= 6`