I cannot figure out what the part in red is asking me to do! Please helpppp! Thank you! FileToolsViewModule_Three_Writing Assignment (2) (13) - WordModule Three Writing Assignmentb Function graph end behavior: both ends downEnd behavior activity:d) y = 3x^5 + 4x^2 + 2The following polynomial functions are in standard form.a Leading coefficient is 3, because it has the higher power of x. The nfunction degree is 5.1) Identify a leading coefficient and n (function degree) for each function.b Function graph end behavior: left end down, right end up2) Graph each function on your calculator. State end behavior (both ends up,both ends down, left end up and right end down, or left end d own and rightend up)e) y = 6x^4 - 4x^3 + 2x^2 -5x + 3a Leading coefficient is 6 because it has the higher power of x, the nfunction degree is 4.a) y = x^2b Function graph end behavior: both ends upa coefficient is 1, because x by itself is equal to 1x, which then makes thef) y = -4x^7 - 5x^5 + 3x^3 – 1coefficient 1, the n function degree is 2.a leading coefficient is -4 because it has the higher powerofх,the nb Function graph end behavior: both ends upfunction degree is 7.b) y = x^3b Function graph end behavior: left end up, right end downa Coefficient is 1, because x by itself is equal to 1x, which then makes thecoefficient 1, the n function degree is 3.g) y = -x^6 + 4x^5 - 3x^2 + 4b Function graph end behavior: left end down, right end upa leading coefficient is 1 because it has the highest power of x, the nc) y = -2x^2 + 4x – 6function degree is 6.a Leading coefficient is -2, because it is the highest power of x, the nb Function graph end behavior: both ends downfunction degree is 2.Screens 1-2 of 4DFocus140% FileToolsViewModule_Three_Writing Assignment (2) (13) - Wordh) y = -3x + 54) Using complete sentences, summarize your results by addressing the fol-lowing questions. What behavior patterns can you specify based on this ex-a The leading coefficient is -3 because it has the only power of x, the nploration? Your answer should reference leading coefficients, degree, andfunction degree is 0.end behavior of the functions. Combine ideas (and be specific) based onb Function graph end behavior: right end down, left end upyour answers to question 3.End of document I3)Answer the following questions based on the functions you just graphed. Ref-erence the specific functions if needed.What are then values when both ends of the function go in the same direction?What are then values when the ends go in opposite directions?What are the a values when both ends go up?What are the a values when both ends go down?What are the a values when the left end is increasing?What are the a values when the left end is decreasing?Screens 3-4 of 4rocusם140%

Name: I cannot figure out what the part in red is asking me to do! Please he
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Description: I cannot figure out what the part in red is asking me to do! Please helpppp! Thank you! FileToolsViewModule_Three_Writing Assignment (2) (13) - WordModule Three Writing Assignmentb Function graph end behavior: both ends downEnd behavior activity:d) y