DeBrogliez Posted March 10, 2012 Report Share Posted March 10, 2012 Hello everyone, I have a question in Mathematics. Considering the general form of a cosine function to be: I have the following function: The following transformations are performed to map f(t) into g(t): Horizontal Stretch: Scale Factor (1/2) Translation Vector: (3,-10) I had an attempt in solving the question as follows: The coefficient of t is 2, because we take the reciprocal of the scale factor By taking 2 as a common factor: But it turned out to be wrong, and I have no clue why! The correct answer is: Can anyone please tell me what went wrong and how to get this solution? Thank you! Reply Link to post Share on other sites More sharing options...
Peanut Butter Jelly Posted March 10, 2012 Report Share Posted March 10, 2012 Since you have to do transformations before translations, you need to factor out the two first before adding the translation.So you have 2t-3Then you apply the transformation 2(t-1.5-3)=2(t-4.5)I think... 2 Reply Link to post Share on other sites More sharing options...
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