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Imagine a polar vector a with angle qa and radius ra, such that a = (qa,ra) When we multiply a on the left by a positive scalar k+, we get k+a = (qa,k+ra) When we multiply a on the right by k+, we get ak+ = (qa,rak+) The left- and right-hand polar products of a positive scalar and a polar vector are always the same For all positive real numbers k+ and all polar vectors a, we can be sure that k+a = ak+

crystal reports pdf 417

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If there are speci c action items such as improved training, or a change of procedures, or a stronger sales e ort they should be assigned to a production manager or to the project sponsor for follow-up If value cannot be fully con rmed, then it might be appropriate to arrange for another review meeting For example, if a new nancial system is in place, some items can be reviewed after the rst quarter of production operations, but other items might wait until after the end of the scal year..

Question 5-3

Solving for 70,

What s the left-hand polar product of a negative scalar and a vector What s the right-hand polar product of a vector and a negative scalar How do they compare

Answer 5-3

crystal reports pdf 417

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crystal reports pdf 417

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On one side of the equation, we have the results for which we are responsible: De ning the goal and delivering success. With that comes accountability for those results. In a well-run organization, we are empowered to achieve those objectives. We have the authority to make decisions. We have the nancial resources and the team, or the ability to build the team, to get the job done. Our team has, or can acquire, the knowledge and skills needed to do good work. And we are allotted enough time to complete the job. Most importantly, though, we and our team treat one another with respect, and are respected within the organization. Of course, that balance is an ideal, and almost all organizations fall short of it in one way or another. One of the biggest challenges of project management is to take responsibility and work to success under less than ideal conditions. As we do, we model good teamwork. If we do it skillfully, we lead our team to success.

crystal reports pdf 417

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Once again, suppose we have a polar vector a with angle qa and radius ra, such that a = (qa,ra) When we multiply a on the left by a negative scalar k , we get k a = [(qa + p ),( k ra)] if 0 qa < p, and k a = [(qa p ),( k ra)] if p qa < 2p Because k is negative, k is positive, so k ra is positive, ensuring that we get a positive radius for the resultant vector If we multiply a on the right by k , we get ak = [(qa + p ),ra( k )] if 0 qa < p, and ak = [(qa p ),ra( k )]

if p qa < 2p Because k is negative, k is positive, so ra( k ) is positive, ensuring that we get a positive radius for the resultant vector For all negative real numbers k and all polar vectors a, k a = ak

crystal reports pdf 417

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