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A triangular pyramid begins with these coordinates: P(0, 5, 4) Y(–2, 7, 4) R(0, 7, 4) A(0, 7, 6) The pyramid is then reflected over the xz-plane. The reflected image is then translated 3 units back, 2 units left, and 4 units up. Determine the coordinates of that final image, following these steps: Write the general rule you use for the reflection. Show the results of your calculations for the reflection. Write the general rule you use for the translation. (Hint: Begin with the result of the rule for the reflection.) Show the results of your calculations for the translation.
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