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john becking

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johannesburg, South Africa

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Preview of Reflections over the line y=x Part 1

Reflections over the line y=x Part 1

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john becking
Reflections over the line y=x Done by Inspection
Preview of Enlargements

Enlargements

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john becking
Enlargements of shapes on the Cartesian Plain
Preview of Reflections over the y-axis Part 2

Reflections over the y-axis Part 2

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john becking
Reflections over the y-axis. Introducing the mathematical formula using x and x'; y and y'
Preview of Reflections over the line y=x Part 2

Reflections over the line y=x Part 2

Created by
john becking
Reflections over the line y=x Using mathematical formulas and x and x' and y and y'
Preview of Reflections over the x-axis Part 2

Reflections over the x-axis Part 2

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john becking
Reflections over the x-axis Introduction the mathematical formulas x and x' and y and y'
Preview of Reflections over the x-axis Part 1

Reflections over the x-axis Part 1

Created by
john becking
Reflections over the x-axis Done by Inspection
Preview of Translations

Translations

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john becking
Translations of points and shapes on the Cartesian Plain By inspection and using mathematical formulas x and x' as well as y and y'
Preview of Rotations

Rotations

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john becking
Rotations on a Cartesian Plain 90 degrees clockwise and anti-clockwise 180 degrees
Preview of Reflections

Reflections

Created by
john becking
Reflection of points and shapes over the x and y axes. Reflection of points over the line y=x By inspection as well as mathematical formula Reflection of shapes
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