Explanation Approach: The 90 ∘ clockwise rotation position of Rubik’s cube of R, F L, B, T and U is given below. Given: Here, R, F L, B, T and U denotes the rotation of the Rubik’s cube 90 ∘ clockwise to the right, front, left, back, top, and under faces, respectively. Consider each clockwise rotation is the first turning of the cube. The Rubik’s cube is, Calculation: The move on Rubik’s cube of F U 2 F − 1 U 2 R − 1 U R is obtained by rotating the front face 90 ∘ clockwise, rotates under face 180 ∘ clockwise, rotates front face 90 ∘ anticlockwise, rotates under face 180 ∘ clockwise, rotates right face 90 ∘ anticlockwise, rotates under face 90 ∘ clockwise and finally rotates right face 90 ∘ clockwise. Rotate front face of the given Rubik’s cube by 90 ∘ clockwise using the approach mentioned above. This rotation is known as F . Rotate under face of the above Rubik’s cube by 180 ∘ clockwise using the approach mentioned above. This rotation is known as F U 2 . Rotate front face of the above Rubik’s cube by 90 ∘ anticlockwise using the approach mentioned above. This rotation is known as F U 2 F − 1

Bundle: Nature Of Mathematics, Loose-leaf Version, 13th + Webassign Printed Access Card For Smith's Nature Of Mathematics, 13th Edition, Single-term

13th Edition

ISBN: 9781337605076

Author: karl J. smith

Publisher: Cengage Learning

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Chapter 12.4, Problem 59PS

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The result of the moves on Rubik’s cube of FU2F−1U2R−1UR from the standard-position.

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Chapter 12.4, Problem 58PS

Chapter 12.4, Problem 60PS

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Bundle: Nature Of Mathematics, Loose-leaf Version, 13th + Webassign Printed Access Card For Smith's Nature Of Mathematics, 13th Edition, Single-term

Ch. 12.1 - IN YOUR OWN WORDS What is a permutation? What is...Ch. 12.1 - Prob. 2PS Ch. 12.1 - Prob. 3PS Ch. 12.1 - Prob. 4PS Ch. 12.1 - Evaluate each expression in Problems 3-32. 9P2 Ch. 12.1 - Evaluate each expression in Problems 3-32. 9P3 Ch. 12.1 - Evaluate each expression in Problems 3-32. 9P4 Ch. 12.1 - Prob. 8PS Ch. 12.1 - Evaluate each expression in Problems 3-32. 52P3 Ch. 12.1 - Evaluate each expression in Problems 3-32. 4P4

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The result of the moves on Rubik’s cube of F U 2 F − 1 U 2 R − 1 U R from the standard-position.

Solution Summary: The author explains the clockwise rotation position of Rubik's cube of R, F L, B, T and U.

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The result of the moves on Rubik’s cube of FU2F−1U2R−1UR from the standard-position.

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Chapter 12 Solutions

The result of the moves on Rubik’s cube of F U 2 F − 1 U 2 R − 1 U R from the standard-position.

Solution Summary: The author explains the clockwise rotation position of Rubik's cube of R, F L, B, T and U.

Concept explainers

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To show: The result of the moves on Rubik’s cube of FU2F−1U2R−1UR from the standard-position.

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Chapter 12 Solutions

To show:

The result of the moves on Rubik’s cube of FU2F−1U2R−1UR from the standard-position.