- PowerScore Staff
- Posts: 5972
- Joined: Mar 25, 2011
- Mon Mar 05, 2012 2:53 pm
#84945
Setup and Rule Diagram Explanation
This is a Pattern Game
The game scenario is careful to stipulate that the strand of beads has only has a single direction, and thus the last bead on a strand is not next to the first bead. This is extremely important to understand otherwise you will make false inferences in some of the questions.
The first rule can be diagrammed as follows:
The first rule is quite valuable because it is a “space-eater,” meaning that it requires a lot of space to be enacted. When questions ask you to extrapolate out along the strand, this rule should be the first to be examined.
The second rule establishes that the only block that can occur is with the green beads. All other color blocks are prohibited:
The third rule prohibits orange and red beads from being consecutive:
The final rule is easily misinterpreted. The rules states that any portion of the strand containing eight consecutive beads must include all colors. Thus, if a strand has 10 beads, then beads 1-8 must contain all colors, beads 2-9 must contain all colors, and beads 3-10 must contain all colors. Understanding this “portional” aspect of the rule is particularly useful on question #17.
Combining all of the above leads to the final setup of the game; note that there is no traditional linear diagram because there is no known number of beads in a strand:
This is a Pattern Game
The game scenario is careful to stipulate that the strand of beads has only has a single direction, and thus the last bead on a strand is not next to the first bead. This is extremely important to understand otherwise you will make false inferences in some of the questions.
The first rule can be diagrammed as follows:
The first rule is quite valuable because it is a “space-eater,” meaning that it requires a lot of space to be enacted. When questions ask you to extrapolate out along the strand, this rule should be the first to be examined.
The second rule establishes that the only block that can occur is with the green beads. All other color blocks are prohibited:
The third rule prohibits orange and red beads from being consecutive:
The final rule is easily misinterpreted. The rules states that any portion of the strand containing eight consecutive beads must include all colors. Thus, if a strand has 10 beads, then beads 1-8 must contain all colors, beads 2-9 must contain all colors, and beads 3-10 must contain all colors. Understanding this “portional” aspect of the rule is particularly useful on question #17.
Combining all of the above leads to the final setup of the game; note that there is no traditional linear diagram because there is no known number of beads in a strand:
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Dave Killoran
PowerScore Test Preparation
Follow me on X/Twitter at http://twitter.com/DaveKilloran
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PowerScore Test Preparation
Follow me on X/Twitter at http://twitter.com/DaveKilloran
My LSAT Articles: http://blog.powerscore.com/lsat/author/dave-killoran
PowerScore Podcast: http://www.powerscore.com/lsat/podcast/