For each of the groups below, identify the graph that does not belong and state your reasoning why that graph does not belong in your online journal.
group_1_chapter_6.jpg
group_2_chapter_6.jpg
Group_3_chapter_6.jpg
group_4_(2)_chapter_6.jpg
Group One: The first graph does not belong because that equation is a linear equation due to its exponent being only one. Group Two: Again, graph two doe not belong because it is a linear equation since its highest exponent is to the power of one. Group Three: Graph three is also a linear equation. Group Four: Graph three is a linear function.
6.2:
Summarize the last two days of class in your online journal. We have discussed different methods for graphing polynomial functions in intercept form. In detail, explain the graphing method to a student who has missed the last two days.
Whenever graphing polynomials one needs to find the x-intercepts by having the parenthesis equal to 0. Finding the y-intercept is the next process where one just plugs 0 in for the variable x. The degree and the leading coefficient are the last two things. It tells one the end behavior allowing the completion of the graph.
6.1:
For each of the groups below, identify the graph that does not belong and state your reasoning why that graph does not belong in your online journal.
group_4_(2)_chapter_6.jpg
Group One: The first graph does not belong because that equation is a linear equation due to its exponent being only one.Group Two: Again, graph two doe not belong because it is a linear equation since its highest exponent is to the power of one.
Group Three: Graph three is also a linear equation.
Group Four: Graph three is a linear function.
6.2:
Summarize the last two days of class in your online journal. We have discussed different methods for graphing polynomial functions in intercept form. In detail, explain the graphing method to a student who has missed the last two days.Whenever graphing polynomials one needs to find the x-intercepts by having the parenthesis equal to 0. Finding the y-intercept is the next process where one just plugs 0 in for the variable x. The degree and the leading coefficient are the last two things. It tells one the end behavior allowing the completion of the graph.