https://padlet.com/jessicasuannclark/mh335zh7qy4f en-us 2018-04-22 22:29:21 UTC 2025-11-27 15:47:46 UTC hello@padlet.com jessicasuannclark https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254193982 2018-04-22 22:31:27 UTC https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254193982 jessicasuannclark https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254194106 The graph is of a pentagon (a five sided figure). To be able to find the area of the figure divide the figure into two separate parts. Then find the area of the two parts and then add the two areas together. I divided this figure into a rectangle and triangle (I did this using the red line. ]]> 2018-04-22 22:33:00 UTC https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254194106 jessicasuannclark https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254194395 You need to use the distance formula to find the length of the sides.  Since I know that this figure is a rectangle I will only need to find the length of two sides (the top or bottom and one of the sides).  I have shown the work to find the lengths of the sides and the area of the rectangle below. ]]> 2018-04-22 22:36:45 UTC https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254194395 jessicasuannclark https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254195260 To find the area of the triangle you need to find the measure of the length and height of the triangle. Since I have a nice figure I know that the intersection of the base and height is at the point (2,-3). I have shown the work to find the lengths of base and height and the area of the triangle below.]]> 2018-04-22 22:46:40 UTC https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254195260 jessicasuannclark https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254196020 To find the total area of the pentagon add the two individual areas together. The total area of this figure is 123 units squared. ]]> 2018-04-22 22:55:36 UTC https://padlet.com/jessicasuannclark/mh335zh7qy4f/wish/254196020