Cuber 101: 3x3 루빅 큐브 풀기 배우기, 핸드아웃 포함(9-12세)

Class Topics:  Critical Thinking, Problem Solving, Rubik's Cube, Algorithms


WELCOME TO CUBER 101!!

OVERVIEW:
In this one-time, 55 minute class, students will receive instruction on how to solve the 3x3 Rubik's cube using the layer-by-layer beginner's method.  They will get full color solution handouts that will help them during independent practice after class.  Instruction will be modeled using an over head camera so that students can see the teacher's hands and cube.   Students will take turns getting direct instruction as I help them solve each step. 

WORK:
It can take up to 3 classes to learn to solve the cube, depending on student's prior knowledge with cubing, practice time, and personal aptitude.  If students learn to solve the daisy step prior to their first class, they can often cut down the number of classes needed by 1 or 2.  Learning the daisy prior to class will also lead to a more productive first session as we can then move straight into applying algorithms. 

CHALLENGE:
All students can learn to solve the cube!  Cubing is challenging and requires a growth mindset that embraces mistakes as just a part of learning.  Additionally, students must learn to persevere through times of frustration and/or confusion.  Learning the cube includes learning a new language (algorithms), and learning to focus on specific parts of the whole.  

At the beginning, students often become distracted by the "nearly solved" pairs of colors nearby.  They instead will learn to take a strategic approach to the cube, focusing instead on accomplishing each individual step by carefully following an algorithm. 

Cubing is a great brain exercise, easy to take with you anywhere, and an awesome focus tool!

SPEED & OTHER CUBES:
The beginner method is not ideal for speed cubing, but it is a great place to begin!  With this method, students can eventually solve the cube in just under 1 minute.  Speed cubers use advanced methods such as CFOP to achieve even faster times.  Once learned, the beginner method sets students up with a strong foundation for learning new and faster algorithms, as well as for solving new cubes.  Other cubes, such as the 2x2, use many of the same algorithms to solve.