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数学
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(22^99-2^98)/(2^101-2^100)
是2的
人气:316 ℃ 时间:2020-01-29 00:13:42
解答
(22^99-2^98)/(2^101-2^100)
是22^99还是2^99
如果是2^99则
(2^99-2^98)/(2^101-2^100)
=2^98*(2-1)/[2^100(2-1)]
=2^98/2^100
=2^98/(2^98*2^2)
=1/4
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