Visual Spatial
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The Experience of Visual Neglect / Illustration of Visual Neglect / Art and Visio-spatial perception [VHS] $112.50 The Experience of Visual NeglectMany patients who suffer stroke have to overcome a variety of behavioral problems which effect the quality of their daily lives. Helping such patients to cope successfully with the effects of their stroke requires the recognition not only of the more common physical problems but also of the less obvious and just as disabling cognitive and perceptual problems.Unilate… |
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Visual-Spatial Learners : Differentiation Strategies fo $23.27 |
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Visual-Spatial Learners : Differentiation Strategies fo $23.27 |
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Web Development: A Visual-Spatial Approach NEW $109.84 |
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Visual-Spatial Learners: Differentiation Strategies for $21.87 |
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Spatial Coherence for Visual Motion Analysis: First Int $89.75 |
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Spatial Coherence for Visual Motion Analysis: First Int $42.73 |
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The Visual and Spatial Structure of Landscapes by Ta… $8.00 |
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Mind Bending Puzzles: Spatial / Visual Challengers 4 [I $28.20 |
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Spatial Coherence for Visual Motion Analysis: First Int $48.37 |
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Visual-Spatial Learners: Differentiation Strategies for $20.11 |
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Upside-Down Brilliance: The Visual Spatial Learner $65.24 |
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Upside-Down Brilliance: The Visual Spatial Learner, Lin $61.42 |
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Visual-Spatial Learners: Differentiation Strategies for $22.19 |
Tough visual-spatial problems?
1. If the four sides of a square consist of rods each of which is painted white or black, six distinct color patterns are possible: (1) all sides white, (2) all sides black, (3) one side white and the rest black, (4) one side black and the rest white, (5) two adjacent sides white and the other sides black, and (6) two opposite sides white and the other sides black. Suppose that each of the twelve edges of a cube is a rod that is painted white or black. How many distinct patterns are possible if any three of the rods are painted white and the other nine are painted black?
2. Suppose that the figure at right consists of nine rods of equal length joined together to form four equilateral triangles of equal size. If two of the rods are painted white and the remaining seven rods are painted black, how many distinct patterns can thereby be created?
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