Algebra II: You are making a rectangular box out of a 10.75inch by 17.25 inch piece of cardboard. The box will be formed by making square cuts out of the corners of the cardboard. You want to make a box of greatest volume possible. Find the largest volume for the box.
Elementary Functions: Look at section 4.4, p. 376 - 377 #1, 9, 19, 23, 25
Come up with some ideas of what happens to the basic functions sin(x) cos(x) and tan(x) when you apply different transformations to them. Please, feel free to play around with different values in different places and record your observations. Also, it wouldn't hurt to read over the section and try to make sense of some of the examples. I intentionally pick new examples for class so that you have multiple problems to look at when you practice at home.
Please study your table!!!! (SinCosTan, 0,30.45.60.90)
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