What are the features of good vector?

What are the features of good vector?

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Characteristics of vectors:

Q. What are the types of vector?

Types of Vectors List

  • Zero Vector.
  • Unit Vector.
  • Position Vector.
  • Co-initial Vector.
  • Like and Unlike Vectors.
  • Co-planar Vector.
  • Collinear Vector.
  • Equal Vector.

Q. What are vectors give 2 examples?

The vectors are organisms that act as a carrier of a pathogen (disease-causing agent) from one person to other. For example, the female anopheles mosquito is a vector of malaria, and tsetse flies act as a vector of sleeping sickness.

  • Self replicating, multiple copies.
  • Replication origin site.
  • Cloning site.
  • Selectable marker gene.
  • Low molecular weight.
  • Easily isolates and purifies.
  • Easily isolates into host cells.

Q. What are the two characteristics of a vector?

Vector quantities have two characteristics, a magnitude and a direction. Scalar quantities have only a magnitude. When comparing two vector quantities of the same type, you have to compare both the magnitude and the direction. For scalars, you only have to compare the magnitude.

Q. Is viscosity a vector?

Viscosity is a scalar quantity. Displacement, force, velocity, and acceleration all have associated directions and are classified as vector quantities.

Q. Which quantity is stress?

Stress is a physical quantity that defines the internal force. The stress is specifying as the force across a “small” boundary per unit area of that boundary. Stress is a fundamental quantity, like velocity, torque (energy). A one question strike in your mind which thing you can stress and which are not.

Q. Which type of quantity is stress?

In a solid, or in a flow of viscous liquid, the force F may not be perpendicular to S; hence the stress across a surface must be regarded a vector quantity, not a scalar.

Q. Why stress is called tensor quantity?

Stress is a tensor1 because it describes things happening in two directions simultaneously. You can have an x-directed force pushing along an interface of constant y; this would be σxy. If we assemble all such combinations σij, the collection of them is the stress tensor.

Q. What type of quantity is pressure?

scalar quantity

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