IsaacRodriguez245
25.08.2021 •
Mathematics
Classily the sequences of transformations based on whether or not they prove the congruency of the shapes by mapping shape i onto shape
A Telecion across the yaxis, followed
by a 90' clockwise rotation about the
orain, and then a translation left 18 units
90 clockwise rotation about the
origin and then a manslation fel 18 units
GU counterclockwise rotation about
the origin, followed by a reflection
Across the yaxis, and then a
Nanslation Teli 18 units
a 90 CIOCKwise rota ON ADOU Che
origin, followed by a reflection across
the yaxis, and then a translation
night 2 units
O folation about the origin,
followed by a reflection across the
Vans, and then a go'clockwise
folation aboul the origin
a reflection across the yaxis, followed
by a Go' counterclockwise rotation
about the origin, and then a translation
right 2 units
Maps Shape i enle Shape il
Does not Map Shape i onto Shape il
Solved
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Ответ:
Both Shawn and Brielle are correct. The function that represents a vertical stretch by a factor of 9 is f(x) = 9x2. The function that represents a horizontal shrink by a factor of 3 is
f(x) = (3x)2, which is equal to f(x) = 9x2.
Additionally, if you wanted to verify that the given points are on the graph of both functions, you could substitute them into the functions to get true statements.
this is the correct answer, the other person is incorrect. (edunuity)