Is here any one like physics
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what are the type of vectors????
Answers
Answer:
The four major types of vectors are plasmids, viral vectors, cosmids, and artificial chromosomes. Of these, the most commonly used vectors are plasmids. Common to all engineered vectors are an origin of replication, a multicloning site, and a selectable marker.
Explanation:
Answer:
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Unit Vector
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial Vectors
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial VectorsCoinitial vectors are two or more vectors which have the same initial point. For example, AB→ and AC→ are coinitial vectors since they have the same initial point ‘A’.
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial VectorsCoinitial vectors are two or more vectors which have the same initial point. For example, AB→ and AC→ are coinitial vectors since they have the same initial point ‘A’.Collinear Vectors
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial VectorsCoinitial vectors are two or more vectors which have the same initial point. For example, AB→ and AC→ are coinitial vectors since they have the same initial point ‘A’.Collinear VectorsCollinear vectors are two or more vectors which are parallel to the same line irrespective of their magnitudes and direction.
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial VectorsCoinitial vectors are two or more vectors which have the same initial point. For example, AB→ and AC→ are coinitial vectors since they have the same initial point ‘A’.Collinear VectorsCollinear vectors are two or more vectors which are parallel to the same line irrespective of their magnitudes and direction.Equal Vectors
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial VectorsCoinitial vectors are two or more vectors which have the same initial point. For example, AB→ and AC→ are coinitial vectors since they have the same initial point ‘A’.Collinear VectorsCollinear vectors are two or more vectors which are parallel to the same line irrespective of their magnitudes and direction.Equal VectorsIf two vectors a⃗ and b⃗ have the same magnitude and direction regardless of the positions of their initial points, then they are Equal vectors. These vectors are written as a⃗ = b⃗ .
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial VectorsCoinitial vectors are two or more vectors which have the same initial point. For example, AB→ and AC→ are coinitial vectors since they have the same initial point ‘A’.Collinear VectorsCollinear vectors are two or more vectors which are parallel to the same line irrespective of their magnitudes and direction.Equal VectorsIf two vectors a⃗ and b⃗ have the same magnitude and direction regardless of the positions of their initial points, then they are Equal vectors. These vectors are written as a⃗ = b⃗ .Negative of a Vector
Unit VectorA Unit vector is a vector having a magnitude of unity or 1 unit. A unit vector in the direction of a given vector a⃗ is denoted as a^.Coinitial VectorsCoinitial vectors are two or more vectors which have the same initial point. For example, AB→ and AC→ are coinitial vectors since they have the same initial point ‘A’.Collinear VectorsCollinear vectors are two or more vectors which are parallel to the same line irrespective of their magnitudes and direction.Equal VectorsIf two vectors a⃗ and b⃗ have the same magnitude and direction regardless of the positions of their initial points, then they are Equal vectors. These vectors are written as a⃗ = b⃗ .Negative of a VectorLet’s say that there is a vector AB→ having a certain magnitude and direction. Now, if there is a vector whose magnitude is same as that of vector AB→ but the direction is opposite, then it is called negative of the given vector AB→. For example, vector BA→ is the negative of vector AB→. It is written as BA→ = – AB→
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