Which transformation or series of transformations would prove that XYZ is congruent to QRS? Select yes or no for each transforma
tion or series transformation.
Rotation 90 clockwise about origin {Yes or No}
Translation 9 unit right and 2 units down {Yes or No}
Reflection the y-axis ,followed by a translation 2 units down {Yes or No}
Reflection the x-axis followed by a reflection in the y-axis {Yes or No}
Translation 2 units down and 2 units right, followed by a reflection in the line x=1 Yes or no
Rotation 90 clockwise about origin {Yes or No}
Translation 9 unit right and 2 units down {Yes or No}
Reflection the y-axis ,followed by a translation 2 units down {Yes or No}
Reflection the x-axis followed by a reflection in the y-axis {Yes or No}
Translation 2 units down and 2 units right, followed by a reflection in the line x=1 Yes or no
1 answer:
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Via prime factorization:
of which the only common factor is a single power of 2, so
.
Via the Euclidean algorithm:
which means, as expected.
of which the only common factor is a single power of 2, so
Via the Euclidean algorithm:
which means