This question has two parts. First, answer Part A. Then, answer Part B.
Part A
OLYMPICS Olympics were held in 1896 and have been held every four years except 1916, 1940, and 1944. The winning height y in men's pole vault at any number
Olympiad x can be approximated by the equation y = 0.37x² +4.3x+126. The table shows the approximate winning pole vault heights in each of the Olympic
Games, based on the equation. Graph the function.
Part b
interpret the key features of the graph in terms of the quantities
The vertex is located at about Select Choice and ___ The axis of symmetry is located at about Select Choice and ____ The y-intercept is ____ and ___ As increases from the minimum , the value of y ____ This represents that_____ The graph is ____ which means the winning pole vault height is ____ The relevant domain for the situation is _____ This represents ____ The relevant range is ____ This means that the winning pole vault height is greater than or equal to about ____ inches .
