What is the maximum number of nonover-lapping regions into which 3 lines can divide the interior of a circle?

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问题 What is the maximum number of nonover-lapping regions into which 3 lines can divide the interior of a circle?

选项 A、4
B、6
C、7
D、8
E、9

答案C

解析 3条直线最多可以把1个圆的内部分成多少个非重叠的区域? 本题很简单，答案是7个。

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本试题收录于： GRE QUANTITATIVE题库GRE分类

GRE QUANTITATIVE

GRE

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What is the maximum number of nonover-lapping regions into which 3 lines can divide the interior of a circle?

GRE QUANTITATIVE

GRE

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【T1】Whiletherearealmostasmanydefinitionsofhistoryastherearehistorians,modernpracticemostcloselyconformstoone

Overtheyears,collegestudentshavestoodtogetherforwhattheybelievein,fromcivilrightstoanti-warpoliciestothemor

Asanyworkingmumcantellyou,runningabusinessandafamilyatthesametimeisanalmostimpossibleact.Therearenevere

Inmakingmarketinvestigation,oneshould.Allthefollowingarechannelstogetmarketinformationexcept.

Themaincauseofpollutionis______.Whichofthefollowingcannothelpsolvingtheproblemofpollution?

AftersixmonthsoflivinginNewZealand,Irealizedonething.Despitemy【C1】______forgreatercontactwithlocalstudents,un

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