i Chrome File Edit View History Bookmarks Profiles Tab Window Help 0 \"u\"? E)\" >3 . . nu. AssignmentsMBF3C1-37Vi X i MBFSC1-3,Virtual SS-ZQ' 'i X ' MBFac U3A1-QuadraticEqu X > (717)YouTube C i j jamboard.google.com ' \" MBF3C U3A1-Quadratic Equations *4 -] > 14' a.@%@ +3 5 5:; 5:3) C) Q v Set background Clearframe E Open on a Jamboard 5' Pick a frame and write our name and work on it Let's nd the surface area of a cube that has srde Ie gths of 1 m. 0. Each face on the cube is a square. Since the area of a square is equal to its length times its width, the area of one face is o L X L : 1 m 2- \" 1m - l3 Square with sides labelled as 1 m, area is 1 m squared. There are six faces on a cube. Therefore, the total surface area of the cube is m 1 2 Z 7 m a 6 X L m . ; 6 m . L For a cube With Side lengths of 2 m, the surface area of one face IS 2 X 2 : L1 on O , and the surface area of six faces is 6 X ll m L : 2. M m 7 ' Repeat this procedure for cubes with side lengths of 3 m, 4 m, and 5 m. Record your results in a table in our frame. y Create a graph - Us inn +ab/a) credo agro 0 '1 0\";qu \"/56,- 5 In the table of values we 0 e ted for length of a side versus total surface area of a cube, each line in the table represents an cordinate pair. Let's relabel the headings on the table as x and y to represent the independent and dependent variables. 'L\\#E::E..ga\"'_x?g It. .gwf'Q/W