Transformation Of Graph Dse Exercise Direct

Thus stationary points at ( x=0, 2 ). Trig graphs test horizontal scaling (period change) and vertical scaling (amplitude) most intensely.

Sketch ( y = |x^2 - 4| - 1 ). How many x-intercepts? transformation of graph dse exercise

Now go forth and transform every graph the DSE throws at you! Thus stationary points at ( x=0, 2 )

A and D are equivalent and correct. Reflection first: ( y = -\sin x ), then +2. Exercise Set 2: Finding the Original Graph (Reverse Transformation) DSE often asks: Given the image graph, find the pre-image function. Thus stationary points at ( x=0

The graph of ( y = \cos x ) is transformed to ( y = 3\cos(2x - \pi) + 1 ). Describe the sequence.