RESOURCE 14 PICTORIAL DRAWING ISOMETRIC PROJECTION 1 JUNIOR

RESOURCE 14: PICTORIAL DRAWING – ISOMETRIC PROJECTION 1 JUNIOR CYCLE GRAPHICS STRAND: 3 D Graphics Spatial Reasoning, Design Thinking, Communicating, ELEMENT: Geometric Principles & Constructions LEARNING OUTCOMES: 2. 2, 2. 3, 2. 7, 2. 8, 2. 10 & 2. 13 ‘Too Rude to Cube? ’ RATIONALE Equipment Drawing Board, T-Square, 2 H/5 H Pencil, Set-Squares & Masking tape Set up and line out page as per specification The magic of the isometric cube, its all about how you look at it! Cube viewed from a position higher than the vertical plane Cube viewed from a position lower than the vertical plane Cube viewed as a standard hexagon. Therefore an isometric cube is basically a hexagon. Note how we can produce segments, star shapes etc from isometric cube geometry ( or indeed 2 D regular hexagon geometry) The Magic of the Isometric Cube LEARNING TRACKER JC KEY SKILLS BEING CREATIVE, BEING LITERATE, BEING NUMERATE, COMMUNICATING & MANAGING MYSELF KEY SKILL ELEMENTS EXPLORING OPTIONS & ALTERNATIVES, EXPRESSING IDEAS CLEARLY & ACCURATELY, EXPRESSING IDEAS MATHEMATICALLY, USING LANGUAGE AND SETTING, INNOVATIVE THINKING & CRITIQUING SOLUTIONS STATEMENTS OF LEARNING SOL 15, SOL 21 AND SOL 23 LEARNING OUTCOMES 2. 2, 2. 3, 2. 7, 2. 8, 2. 10 & 2. 13 ACTION VERBS INTERPRET, ILLUSTRATE, DEMONSTRATE, RECOGNISE, APPRECIATE, CREATE, DEVELOP & COMMUNICATE WHAT IS AN ISOMETRIC PROJECTION? KEY QUESTIONS HOW DO WE SET UP AN ISOMETRIC PROJECTION? WHY IS A HEXAGON AND AN ISOMETRIC CUBE SO RELATABLE? 3 THINGS I LEARNED – WRITE IT ON THE PAGE 3 -2 -1 STUDENT REFLECTION 2 THINGS I WANT TO KNOW MORE ABOUT – WRITE IT ON THE PAGE 1 QUESTION I STILL HAVE – WRITE IT ON THE PAGE MATHS LINK Metatron’s Cube is representative of the geometry necessary to generate ‘Platonic’ solids like cubes, spheres etc. The flower of life is an iconic spiritual symbol containing sacred RELIGION geometry, which is LINK representative of standard geometric constructions. JUNIOR CYCLE GRAPHICS SCOILNET PDST JOE LYSTER 2019/20