(1) Choose k = 0 r = 0 z = 3.5. Then they are not in increasing order.
Choose k = 0, r = 100 z = 3.5. Then they are in increasing order.
Insufficient.
(2) Choose k = 100, z = 99, r = 98. Then they are in increasing order.
Choose k = -98, z = -99, r = -100. Then they are in decreasing order.
Insufficient.
When combined,
Let z = 3.5, r = 3.499999, k = 3.500001. Just by estimating, they are in increasing order.
Let z = 3.5, r = 0, k = 100. Then they are in decreasing order.
Insufficient.
Answer is E.
is anyone can give explanation pls
This topic has expert replies
Source: Beat The GMAT — Data Sufficiency |
-
GMATQuantCoach
- Senior | Next Rank: 100 Posts
- Posts: 44
- Joined: Sun Jun 28, 2009 8:58 am
- Location: Online
- Thanked: 13 times
- GMAT Score:51
FREE Weekly Online Office Hours
Upcoming FREE Online Class: Effective Calculations - 11/15/09 Sunday
Instructor | GMATPrepMath.com | GMAT Prep Courses Starting at $60 with FREE GMAT Math Formula Sheet
Choose from Topics:
Number Properties - Advanced Counting (Combinatorics) - Probability - Advanced Algebra in DS - Geometry - Word Problems - Fundamental Algebra in PS - Effective Calculations
Upcoming FREE Online Class: Effective Calculations - 11/15/09 Sunday
Instructor | GMATPrepMath.com | GMAT Prep Courses Starting at $60 with FREE GMAT Math Formula Sheet
Choose from Topics:
Number Properties - Advanced Counting (Combinatorics) - Probability - Advanced Algebra in DS - Geometry - Word Problems - Fundamental Algebra in PS - Effective Calculations












