求助1, If n is a positive integer and n平方 is divisible by 72,then the largest positive integer that must divide n is $ a" }( f+ X6 q5 [3 _% d5 Y
: s: j6 s3 ]2 t# w0 l& C0 r8 C0 AA 6 B 12 C 24 D 36 E 48 2 c/ L; ^- j" e$ a/ C ?/ {/ k. a* R# N2 C1 w4 R6 t, k* Y. i, W7 y 2 , a survey of 100 persons revealed that 72 of them had eaten at restaurant P and that 52 of them had eaten at restaurant Q,which of the following could not be the number of persons in the surveyed group who had eaten at both P and Q " ?, a# u) T/ Z0 {% v: A- M6 A0 W4 Y) e a 20 b 24 c 30 d 50 e 52 9 x; q' g& j- ?9 w( q' x {8 M2 Z2 r* I3 {3 t H
; F$ D; u6 p: c& M谁能告诉我上面两道题的正确翻译和解题思路。谢谢 我看到有这么解释的: 1 n是正整数,n^2能被72整除,问能整除n的最大的正整数 6 O% _% }! [" O, w- x   $ c( T9 K72=2*2*2*3*3,如果是平方的话,那么n至少是能被2*3整除的 _+ [% R* z# V' X$ c   1 u$ v5 R: l& C/ F1 u; V2一个对100人进行的调查,其中72人吃过p,52人吃过q,问下面哪个数不可能是吃了p又吃了q的? 1 p# c& P5 e+ l2 T72+52=124 " l0 v! X& x* i- p% ?, L124-100=24 ' Y G0 S7 r' g- H6 P; `7 ?* }% p那个人数必然大于24 " g1 x1 T$ a* S* Y因为有人可以没吃过p也没吃过q 那也就是说第一题答案是:6,第二题是多少? |