Asked by Shreya
Need help with this question, don't get it.
Given the relation x^2+3x=y^2-2y, what is the new relation if it has undergone:
A. vertical expansion by 2
B. Horizontal expansion by 3
C. Vertical compression by 4/5
D. Horizontal compression by 1/5
E. Reflection over yaxis, vertical expansion by 5 and a horizontal expansion by 9
I only get the basic stuff like:
Given the function y=f(x) what transformation occurs if
A. y is replaced with 2y. I get that, that would be a vertical compression by 1/2. But the question above I just don't get it, could someone please explain and simplify every step so I can understand?
Given the relation x^2+3x=y^2-2y, what is the new relation if it has undergone:
A. vertical expansion by 2
B. Horizontal expansion by 3
C. Vertical compression by 4/5
D. Horizontal compression by 1/5
E. Reflection over yaxis, vertical expansion by 5 and a horizontal expansion by 9
I only get the basic stuff like:
Given the function y=f(x) what transformation occurs if
A. y is replaced with 2y. I get that, that would be a vertical compression by 1/2. But the question above I just don't get it, could someone please explain and simplify every step so I can understand?
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