Question

level 3 tweety name bernard holding the paper vertically, plot each point on the axes and connect them in order. do not connect the shapes to each other. shape 1 (-5,-6) (-5,-8) (-4,-11) (-2,-15) (-7,-14) (-7,-13) (-11,-14) (-11,-16) (-10,-17) (-7,-18) (-3,-18) (-1,-17) (0,-16) (-2,-12) (0,-12) (2,-13) (3,-15) (6,-18) (10,-20) (12,-20) (14,-18) (14,-17) (13,-16) (10,-15) (8,-15) (4,-13) (2,-11) (0,-10) (1,-9) (-1,-7) (1,-5) (1,-4) (0,-3) (4,-1) (5,0) (6,2) (5,3) (6,4) (7,8) (7,9) (5,12) (3,13) (0,14) (-3,14) (-5,13) (-7,11) (-9,8) (-9,7) (-8,4) (-4,0) (-5,1) (-5,-2) (3,-2) (-4,-3) (-6,-4) (-6,-5) (-5,-6) (-2,-6) shape 2 (-5,-6) (-5,-5) (-4,-4) (-4,-5) (-3,-5) (-2,-4) (-2,-3) (-3,-3) (-4,-4) shape 3 (-3,-4) (-2,-4) shape 4 (0,-8) (1,-7) (3,-6) (3,-8) (2,-9) (1,-9) shape 5 (-10,-17) (-10,-15) shape 6 (14,-18) (11,-17) shape 7 (-3,0) (-2,-1) (-1,-1) (0,0) (-1,1) (-2,1) (-3,0) (0,0) shape 8 (0,2) (1,3) (1,7) (0,9) (-1,10) (-2,9) (-2,3) (-1,5) (0,2) shape 9 (-2,9) (-1,7) (0,6) (1,6) shape 10 (-1,10) (-1,8) (0,7) (1,7) shape 11 (0,9) (-1,12) shape 12 (-1,10) (-2,12) shape 13 (-2,9) (-4,11) shape 14 (-3,1) (-3,4) (-4,5) (-6,6) (-7,6) (-7,5) (-6,3) (-4,1) (-3,1) shape 15 (-7,5) (-5,3) (-3,3) shape 16 (-6,6) (-6,5) (-5,4) (-3,4) shape 17 (-7,5) (-9,6) shape 18 (-7,6) (-9,7) shape 19 (-6,6) (-8,8) shape 20 (0,14) (0,18) (-1,20) shape 21 (-1,14) (-2,16) (-5,19) shape 22 (-2,14) (-3,15) (-7,16) shape 23 (-2,-12) (-4,-11) shape 24 (0,-10) (0,-12)

Explanation:

Step1: Understand the Task

We need to plot each point of the given shapes on a coordinate plane (with the paper held vertically, so the axes are likely standard, with x - axis horizontal and y - axis vertical) and connect them in order. We will take one shape as an example, say Shape 1, to show the process. The points for Shape 1 are: \((-5,-6)\), \((-5,-8)\), \((-4,-11)\), \((-2,-15)\), \((-7,-14)\), \((-7,-13)\), \((-11,-14)\), \((-11,-16)\), \((-10,-17)\), \((-7,-18)\), \((-3,-18)\), \((-1,-17)\), \((0,-16)\), \((-2,-12)\), \((0,-12)\), \((2,-13)\), \((3,-15)\), \((6,-18)\), \((10,-20)\), \((12,-20)\), \((14,-18)\), \((14,-17)\), \((13,-16)\), \((10,-15)\), \((8,-15)\), \((4,-13)\), \((2,-11)\), \((0,-10)\), \((1,-9)\), \((-1,-7)\), \((1,-5)\), \((1,-4)\), \((0,-3)\), \((4,-1)\), \((5,0)\), \((6,2)\), \((5,3)\), \((6,4)\), \((7,8)\), \((7,9)\), \((5,12)\), \((3,13)\), \((0,14)\)

Step2: Set up the Coordinate System

Draw a vertical (y - axis) and horizontal (x - axis) line. Label the origin \((0,0)\). Mark the x - axis with positive values to the right and negative to the left, and y - axis with positive values up and negative down. Use a suitable scale, for example, each grid square can represent 1 unit.

Step3: Plot the Points

For each point \((x,y)\) in Shape 1:

• For \((-5,-6)\): Move 5 units to the left of the origin (along the x - axis) and 6 units down (along the y - axis) and mark the point.
• For \((-5,-8)\): Move 5 units left and 8 units down from the origin and mark.
• Continue this process for all the points in the shape.

Step4: Connect the Points

After plotting all the points of a shape (in the given order), use a straight - edge or a pencil to connect them sequentially. Do not connect different shapes to each other. Repeat this process for all the other shapes (Shape 2 to Shape 24) using the same coordinate system.

Answer:

To complete the task, follow these steps:

1. Draw a coordinate plane with x - axis (horizontal) and y - axis (vertical), origin at \((0,0)\), positive x to the right, negative x to the left, positive y up, negative y down.
2. For each shape (Shape 1 to Shape 24), plot each of its given points on the coordinate plane.
3. Connect the points of each shape in the given order. Do not connect points of different shapes.