We show how simple arithmetic and simple algebraic expressions and identity are directly picture forms of arrangement of line segments or other parametric shapes ,their scalespisitions,connected ness ,topological relations semi abstract or concrete forms and their evolution due to iteration or recursion such that we can visualize many structural engineering problems,signal processing problems,pattern recognition problems on sensor data ,timing diagrams,phase plots,Fourier Series systems directly projected on some tiling domain or space which will help us to visualize shapes or origami fold creaze line like pictures automatically renders out from simple things when we look the algebraic objects through nascent and simple euclidean common sense.We will try to explain these with very small talks where we will show too much daily life examples to reveal very highly abstract ideas or highly cognitive domains entirely focussed on common mans drawing room scenarios connect with abstraction