Joemal Sampson
1.Reflecting over the y-axis, horizontally stretching by a factor of 7, translate right and 4 units up.
2. vertically compressing by a factor of 1 over 3, translate 7 units left and 10 units down.
Joemal Sampson
1.Reflecting over the y-axis, horizontally stretching by a factor of 7, translate right and 4 units up.
2. vertically compressing by a factor of 1 over 3, translate 7 units left and 10 units down.
Jose Verbena
1.Reflecting over the y-axis,
horizontally stretching by a factor of 7, translate right and 4 units up
2. Vertically compressing by a factor of 1 over 3, translate 7 units left and 10 units down.
Jamil Legrier
1.Reflecting over the y-axis, horizontally stretching by a factor of 7, translate right and 4 units up.
2. vertically compressing by a factor of 1 over 3, translate 7 units left and 10 units down.
Leslie Rodriguez
1.Reflecting over the y-axis, horizontally stretching by a factor of 7, translate right and 4 units up.
2. vertically compressing by a factor of 1 over 3, translate 7 units left and 10 units down.
Tyrese W
1.Reflecting over the y-axis, horizontally stretching by a factor of 7, translate right and 4 units up.
2. vertically compressing by a factor of 1 over 3, translate 7 units left and 10 units down.
Kai Weldon-Stevens
1.Reflecting over the y-axis, horizontally stretching by a factor of 7, translate right and 4 units up.
2. vertically compressing by a factor of 1 over 3, translate 7 units left and 10 units down.
Please Write your first name and last Initial. Do not cover other students' sticky notes.
WARM UP:
Describe the transformation from the parent function
y = x^2.
1.) y = (-7x - 10)^2 + 4
2.) y = -1/3(x + 7)^2 - 10