How to draw handwritten newspaper with translation, rotation and axial symmetry

Translation, rotation and axial symmetry of handwritten newspaper drawings are as follows:

1. Write the theme of "axis symmetry of translation and rotation" in the middle, draw lace, draw colored flags below, draw wavy lines above, and draw some leaves on the left and right sides. Draw a little boy sitting on a desk in the middle, draw a windmill next to it, write rotation, draw a text box on the right, and draw "+-×" symbols and numbers around it.

2. Translate and rotate the axisymmetric hand, draw a text box on the right, draw two circles on it, write translation, draw a bee, write axisymmetric, and add elements such as cone, cylinder and magnifying glass below. Come and color it! People are painted red, orange, yellow, etc. The lace is painted blue, the top is painted blue, the leaves are painted green and the flags are painted in various colors.

3. Bees and windmills are painted with corresponding colors, tables and chairs are painted with orange, people's hair is painted with brown, clothes are painted with blue, operation symbols, numbers and geometric figures are painted with different colors such as pink, yellow and orange, and magnifying glasses are painted with orange. The internal background is painted light yellow, and the edges of the left and right text boxes are painted pink and yellow respectively. Finally, draw the grid lines, and translate and rotate symmetrically.

Similarities and differences between translational axis symmetry and rotational axis symmetry are as follows:

1, the same point is that the position of the figure only changes before and after the change, the shape and size have not changed, the corresponding angles are equal, the corresponding edges are equal, and the figure is congruent. The difference is that translation, axial symmetry and rotation have different changes and properties. The way to change is translation. In a plane, a figure moves a certain distance in a straight line in a certain direction.

2. Axisymmetric, that is, flip the graph along a straight line. If it can coincide with another graph, then the two graphs are said to be axisymmetric. Rotation is to rotate a figure around a fixed point (or an axis) in a certain direction in a plane.

3. Translation with different properties means that the translated figure is parallel (or on a straight line), which is equal to the corresponding line segment of the original figure. The line segments connecting the corresponding points of each group are parallel (or on a straight line) and equal.