Tuesday, September 25, 2012

Questions/muddy points through Section 1.4

Please comment on this post using the link below.

Write a question or concern you currently have regarding any of the material we've covered so far in Chapter 1. 

18 comments:

  1. How to determine radical even, odd, or neither functions.
    Expressing the area of challenging geometric shapes as functions.

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  2. what is a difference quotient and what does it help solve

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  3. How does the graph translation work when x is under a radical and is negative?

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  4. How do you know when the function is odd or even?

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  5. I need help on the composition of functions (f o g) (x) (those types of equations). Also, can we get access to homework answers? So we know if we are making mistakes or properly learning the material covered in each section? :)
    Also, I need assistance with what Nikita said: Expressing the area of geometric shapes as functions.
    :)

    -Olivia Kurajian

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  6. On the curiousity of graphing a piecewise function. How do you draw an open circle and closed circle on the same coordinate point?

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  7. In problems 89-94 in section 1.2, writing the highigh of the graphed rectangle as a function of "x"


    Rachel Stark
    1st hour

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  8. In problems 51-56 in section 1.4, I am confused on how to determine adding, subtracting, multiplying, dividing the values f(x) and g(x) when given a graph of points.

    Jacob Sandy
    2nd Hour

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  9. I would like to review more "story problems" regarding boxes, rectangles, and finding domains and ranges from those types of problems.

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  10. I have the same questions as Katherine about the boxes. Also, can you find the range of an equation algebraicly given the equation? Also, id like to go over tramslation for equations with x^3 involved.

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  11. functions of geometric figures and difference quotients

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  12. I would like to know more about finding the difference quotient and better understand it's relationship to the rest of unit 1.

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  13. How do you determine if a function is even or odd?

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  14. I would like to know more about even, odd, or niether functions and writing the equations of shapes in terms of area or something.

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  15. Inverse Functions and determining one-to-one functions

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  16. Determining one-to-one functions, and writing functions in terms of something else (like area, etc.)

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  17. How do you do the problems that are functions of something but use area and perimeter of the shape as their units?

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  18. How do you determine whether a function is even or odd?

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