I don't get the following question. Can someone help?
A function y = f ( x ) is graphed. If g ( x ) = - f ( x ) , then the graph of y = g ( x ) is the same as the graph of
a) y = f ( x ) reflected in the x-axis
b) the reciprocal of y = f ( x )
c) y = f ( x ) reflected in the line y = x
d) y = f ( x ) reflected in the y-axis
Explain...
thanks
MATH - Transformations....
2009-10-02 11:47 pm
回答 (2)
2009-10-03 12:46 am
✔ 最佳答案
The ans. is (a).Reflecting y=f(x) to the x-axis becomes y=-f(x)=g(x)
b) reciprocal y=1/f(x)
c) x=f(y)
d) y=f(-x)
2009-10-04 11:57 pm
The answer is (a),
Reflecting y=f(x) to the x-axis becomes y= - f(x)=g(x)
b) reciprocal y=1/f(x)
c) x=f(y)
d) y=f(-x)
Reflecting y=f(x) to the x-axis becomes y= - f(x)=g(x)
b) reciprocal y=1/f(x)
c) x=f(y)
d) y=f(-x)
參考: ME
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