Recent content by the.thief777

Here's image 4 and 5.

Sorry it's taken so long to post these scans but I have been busy with school and work. The bottom of image 1 goes with image 2 and image 4 goes with 5. Of particular interest is example b) on image 1. The final answer is omitted on image 2. This was scanned from the booklet I'm...

Ok here is an example using a linear equation.\begin{align*} \text {Base function}\\ f(x) &= x\\ \text {Transformation parameters}\\ y &= -3[2(x + 4)] +6\\ f(x) &= -3[2(x +4)] +6\\ &=-3(2x +8) +6\\ &=-6x-24 + 6\\ \text {Transformed equation}\\ y&=-6x-18 \end{align*}Another one, this time with a...

edit: ok, it showed up there but in my preview latex code always shows up as "A = base"

I'm doing a correspondence course, grade 11 functions in Ontario. One of the topics we cover is Transformation of functions. Transformations are described using this format: af(k(x-d) +c a = Controls vertical compression and stretching as well a reflection in the x-axis. K = controls...

Ok so I only need to multiply the k value into the perfect square. a(kx-kd)^2+4 -2(3x+6)^2-4 Thanks for the help I was given transformations and asked to provide the simplified form of the equation. Nothing more, nothing less.

Homework Statement How do I simplify the transformation of this equation? y=-2[-1/3(x+2)]^2-4 Homework Equations af(k(x-d))+c The Attempt at a Solution If this was a linear equation I would simply distribute the -1/3 into (x+2) and then distribute -2 into the (-1/3x -2/3)...