If 4 and 11 are the lengths of two sides of a triangular region, which of the following can be the length of the third side?Ⅰ.5

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问题 If 4 and 11 are the lengths of two sides of a triangular region, which of the following can be the length of the third side?Ⅰ.5 Ⅱ. 13 Ⅲ. 15

选项 A、Ⅰ only
B、Ⅱ only
C、Ⅰ and Ⅱ only
D、Ⅱ and Ⅲ only
E、Ⅰ, Ⅱ, and Ⅲ

答案B

解析 A leg of a triangle cannot be greater than or equal to the sum of the other two legs. This principle eliminates both Ⅰ (11＞5+4) and Ⅲ (4+11=15). Therefore, Ⅱ is the only acceptable length.

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If 4 and 11 are the lengths of two sides of a triangular region, which of the following can be the length of the third side?Ⅰ.5

GMAT QUANTITATIVE

GMAT

Thisisthesameknife______Ilostyesterday.

Notlongago,Ihadmyfirston-linechat.Ithoughtitwouldbe【C1】______becauseIhaveheardsomanypeopledescribeitintha

Robertlookedasifhewereaboutto______whenhismotiveswerequestioned.

Therearefourdepartmentsatthiscollege,______morethanfivehundredstudents.

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Taxidriver:Hereyouare,sir.GrandHotel.Passenger:Howmuchisit?Taxidriver:Twodollarsandfiftycents.Passenger:___

Thereweresome______flowersonthetable,whichweremadeofsilk.

Although______happenedintheArcticregionsoundslikeafairytale,ittrulyexits.

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