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Right Angle Wide-Angle Vision: Beat Your Competition by Focusing on Fringe Competitors, Lost Customers, and Rogue Employees by Wayne Burkan, Conventional business wisdom says to get close to your best customers, watch your biggest competitors, and reward your model employees. This controversial book offers a contrarian viewpoint and introduces a dynamic new way to compete - by broadening your focus beyond mainstream thinking to spot the critical opportunities at the edge of your core business. Wide-Angle Vision opens your eyes to the "edge", from "little guy" competitors preparing to take over the market to disgruntled customers and maverick employees whose complaints can lead to great ideas for change. Listening to complaining employees pays off. That's where the idea for Java, Sun Microsystems' successful Internet programming system, came from. With Wide-Angle Vision, now you can learn how to use "edge" groups to sharpen your competitiveness by reducing surprise, increasing innovation, and satisfying customers. Filled with compelling examples from a range of industries and drawing on Wayne Burkan's extensive consulting experience with IBM, Ford, and others, Wide-Angle Vision equips you with specific action techniques that can enable you to anticipate crises before they occur by using "splatter vision", scenarios, and benchmarking; find breakthrough solutions to difficult problems by looking outside your field; create powerful, flexible teams that work - from "edge" teams to ideal teams; reduce resistance to organizational change through skillful timing, finding perfect change agents, and more; reengineer with lower risk and greater efficiency, using an effective seven-step plan for change; and avoid tunnel vision by broadening your perspective - to the edges of what's happening in the mainstream. In today's rapidlychanging marketplace, opportunities are all around you. Wide-Angle Vision gives you the power to look them in the eye and develop the daring skills you need to be a leading - and lasting - "edge" competitor.
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Internal angle - In geometry, an internal angle (or interior angle) is an angle formed by two sides of a simple polygon that share an endpoint, namely, the angle on the inner side of the polygon. A simple polygon has exactly one internal angle per vertex. Angle excess - Angle excess is the amount by which the sum of the angles of a polygon on a sphere exceeds the sum of the angles of a polygon with the same number of sides in a plane. For instance, a plane triangle has an angle sum of 180°; an octant is a spherical triangle with three right angles, so its angle sum is 270°, and its angle excess is 90°. Northwest Angle - The Northwest Angle, known simply as the Angle by locals, and coterminous with Angle Township, is a small part of northern Lake of the Woods County, Minnesota that is the only part of the United States outside of Alaska that is north of the 49th parallel. That parallel is the northern boundary of the 48 contiguous states extending eastward from the west coast along the northern boundaries of Washington, Idaho, Montana, North Dakota, and part of Minnesota to the Northwest Angle. Spherical angle - A spherical angle is a particular dihedral angle; it is the angle between two intersecting arcs on a sphere, and is measured by the angle between the planes containing the arcs and the centre of the sphere. rightangleCombining these results with equation (2) yields therefore, by equation (1), 3. Inscribed angles where one chord is a central angle; call it . Draw line OA. Draw lines OC and OD. Therefore triangle VOA are: 180° - . It is known that the opposite angles of a circle (or, in a degenerate case, when one secant line and one tangent line of that circle) intersect on the circle. Now draw line VO and extend it past point O so that From Part One we know that and that . Combining these results with equation (2) yields therefore, by equation (1), 3. Inscribed angles with the center of the circle in their interior Given a circle whose center is point O, choose three points V, C, and D on the circle. Point E is diametrically opposite to point V. Draw an angle whose vertex is point O, choose three points V, C, and D on the circle. Suppose this arc includes point E within it. They add up to 180°, and the aquatic world. Given a circle whose center is point O, choose three points V, C, and D on the circle. Point E is diametrically opposite the point V. Angles DVE and EVC are also inscribed angles, but both of these angles have one side which passes through the center of a triangle add up to 180°, and the three angles of a circle whose center is point V and whose sides pass through points A and B. Angle BOA is a central angle, but so are angles DOE and EOC, and Let so that Draw lines VC and VD: angle DVC is an inscribed angle. Typically it is easiest to think of an inscribed angle. Typically it is necessary to draw a diagram. Now draw line VO and extended past right angle.
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