Julia plays volleyball and finished the regular season with 25 digs. The graph relates her total number of digs for the season t
o the number of games played in the post-season tournament. A function graph of a ray with three points (0,25), (4,37) and (8, 49) with an x axis of zero to ten Games played and a y axis of zero to sixty Number of digs What is the equation in standard form that represents the relationship shown in the graph? −3x+y=25 y=3x+25 3x+y=25 y=−3x+25 y−37=3(x−4) Julia plays volleyball and finished the regular season with 25 digs. The graph relates her total number of digs for the season to the number of games played in the post-season tournament. A function graph of a ray with three points (0,25), (4,37) and (8, 49) with an x axis of zero to ten Games played and a y axis of zero to sixty Number of digs What is the equation in standard form that represents the relationship shown in the graph? −3x+y=25 y=3x+25 3x+y=25 y=−3x+25 y−37=3(x−4) Julia plays volleyball and finished the regular season with 25 digs. The graph relates her total number of digs for the season to the number of games played in the post-season tournament. A function graph of a ray with three points (0,25), (4,37) and (8, 49) with an x axis of zero to ten Games played and a y axis of zero to sixty Number of digs What is the equation in standard form that represents the relationship shown in the graph? −3x+y=25 y=3x+25 3x+y=25 y=−3x+25 y−37=3(x−4)
The formula to find the volume of a pyramid is: V=lwh/3 therefore: V = lwh/3 38 = 6(6)(h)/3 114 = 36(h) h = 3.17 (2 dec. places) The height of the square pyramid is 3.17cm.
