Exam 1: Rectangular Coordinates

A quarterback is standing in the middle of the field 41 yards from his goal line.He passes the ball to a player 8 yards to his left on the 26 yard line.How long was the pass? ​

Show that the points form the vertices of the indicated polygon. ? Right triangle: (6,2), (3,4), (-3,-5) ?

Find the distance between the points.(Round the answer to two decimal places) ​ (-6)5,4.9), (-9.5,7.5) ​

Show that the points form the vertices of the indicated polygon. ? Isosceles triangle: (7,1), (5,4), (2,6) ?

A soccer player passes the ball from a point that is 13 yards from the end line and 16 yards from the sideline.The pass is received by a teammate who is 48 yards from the same end line and 39 yards from the same sideline,as shown in the figure.How long is the pass?? (a,b): (13,16) (c,d): (48,39) ?

Find the distance between the two points (-3,-1)and (13,29).

Find the midpoint of the line segment joining the points (5.5,4.3)and (13.6,-1.2). ​

Find the distance between the two points (6,1)and (6,7).

The point A has coordinates (-3,5).If A is moved 3 units upward 6 units to the left,what are the new coordinates of A ? ​

Determine the quadrant(s)in which (x,y)is located so that the condition(s)is (are)satisfied. ​ X < -9 and - y > 6 ​

Find the midpoint between the two points (-19,9)and (11,13). ​

Find the distance between the points. ​ (-8,-5), (-2,3) ​

Use the Midpoint Formula to estimate the sales of Big Lots,Inc.in 2005,given the sales in 2003 and 2007.Assume that the sales followed a linear pattern. Big Lots Year Sales (in millions) 2003 4174 2007 4700

Determine the quadrant(s)in which (x,y)is located so that the condition(s)is (are)satisfied. ​ Y < -6 ​

Use the graph,which shows the average retail prices of 1 gallon of whole milk from 1996 through 2007.​ ​ Approximate the percent change in the price of milk from the price in 2000 to the highest price shown in the graph. ​

Plot the following points and find the distance between the points. ? (-5,8), (7,2) ?

Determine the quadrant(s)in which (x,y)is located so that the condition is satisfied. x = 2 and y < -8

A point is located six units to the left of the y-axis and seven units above the x-axis.Find the coordinates of the point. ​

Find the distance between the points (4,-3)and (11,-3). ?

)Given points(5,-11),and (11,-5)form the vertices of the base of a triangle,find a third point so that the three points form the vertices of an isosceles triangle. ​