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Friday, 23 March 2012. 24 Components of Vectors. In Section 2.3 we added vectors by using a scale diagram and by using properties of right triangles. Measuring a diagram offers only very limited accuracy, and calculations with right triangles work only when the two vectors are perpendicular. So we need a simple but general method for adding vectors. This is called the method of components. To define what we mean by the components of a vector. In Fig. 1.17a; they are called the. Points in the positive.

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Friday, 23 March 2012. 24 Components of Vectors. In Section 2.3 we added vectors by using a scale diagram and by using properties of right triangles. Measuring a diagram offers only very limited accuracy, and calculations with right triangles work only when the two vectors are perpendicular. So we need a simple but general method for adding vectors. This is called the method of components. To define what we mean by the components of a vector. In Fig. 1.17a; they are called the. Points in the positive.

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7 a = a

8 figure 2

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Mechanics | mechanics2.blogspot.com Reviews

https://mechanics2.blogspot.com

Friday, 23 March 2012. 24 Components of Vectors. In Section 2.3 we added vectors by using a scale diagram and by using properties of right triangles. Measuring a diagram offers only very limited accuracy, and calculations with right triangles work only when the two vectors are perpendicular. So we need a simple but general method for adding vectors. This is called the method of components. To define what we mean by the components of a vector. In Fig. 1.17a; they are called the. Points in the positive.

INTERNAL PAGES

mechanics2.blogspot.com

1

Mechanics: 2.2 Conventions for Equations And Diagrams

http://mechanics2.blogspot.com/2012/03/conventions-for-equations-and-diagrams.html

Tuesday, 20 March 2012. 22 Conventions for Equations And Diagrams. Is represented by a line segment, having direction of the vector and having an arrowhead to indicate the sense. The length of the directed line segment represent to some convenient scale the magnitude of vector V. And is printed with light-face italic type. For example, we may choose a scale such that an arrow one inch long represents a force of twenty pounds. Or an arrow over the symbol to take the place of boldface type in print.

2

Mechanics: 1.1 Mechanics

http://mechanics2.blogspot.com/2012/03/11-mechanics.html

Wednesday, 14 March 2012. Mechanics can be defined as that branch of physical sciences concerned with the state of rest or motion of bodies that are subjected to the action of forces. In general, this subject is subdivided into three branches. In writing of this post, we took definitions from "Engineering Mechanics 11th Edition by R.C Hibbeler". 24 Components of Vectors. 23 Vector Addition And Subtraction. 22 Conventions for Equations And Diagrams. 21 Scalars And Vectors. 110 Rounding Off Number.

3

Mechanics: March 2012

http://mechanics2.blogspot.com/2012_03_01_archive.html

Friday, 23 March 2012. 24 Components of Vectors. In Section 2.3 we added vectors by using a scale diagram and by using properties of right triangles. Measuring a diagram offers only very limited accuracy, and calculations with right triangles work only when the two vectors are perpendicular. So we need a simple but general method for adding vectors. This is called the method of components. To define what we mean by the components of a vector. In Fig. 1.17a; they are called the. Points in the positive.

4

Mechanics: 1.9 A Remark on Significant Digits

http://mechanics2.blogspot.com/2012/03/19-accuracy.html

Friday, 16 March 2012. 19 A Remark on Significant Digits. In engineering calculations, the information given is not known to more. This temperature is 975 kg/m3. The minerals and impurities in the water will introduce additional error. This being the case, you should have no reservation in rounding the final results to a reasonable number of significant digits. Besides, having a few percent uncertainty in the results of engineering. Analysis is usually the norm, not the exception. 24 Components of Vectors.

5

Mechanics: 2.4 Components of Vectors

http://mechanics2.blogspot.com/2012/03/24-components-of-vectors.html

Friday, 23 March 2012. 24 Components of Vectors. In Section 2.3 we added vectors by using a scale diagram and by using properties of right triangles. Measuring a diagram offers only very limited accuracy, and calculations with right triangles work only when the two vectors are perpendicular. So we need a simple but general method for adding vectors. This is called the method of components. To define what we mean by the components of a vector. In Fig. 1.17a; they are called the. Points in the positive.

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Friday, 23 March 2012. 24 Components of Vectors. In Section 2.3 we added vectors by using a scale diagram and by using properties of right triangles. Measuring a diagram offers only very limited accuracy, and calculations with right triangles work only when the two vectors are perpendicular. So we need a simple but general method for adding vectors. This is called the method of components. To define what we mean by the components of a vector. In Fig. 1.17a; they are called the. Points in the positive.

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