A vector in a vector space is defined as a linear combination of other vectors if it can be expressed as:
A) The sum of two scalar multiples of other vectors
B) A scalar multiple of another vector
C) The difference between two vectors
D) A weighted sum of other vectors

Question

13-07-2024
Mathematics

Answered

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A vector in a vector space is defined as a linear combination of other vectors if it can be expressed as:
A) The sum of two scalar multiples of other vectors
B) A scalar multiple of another vector
C) The difference between two vectors
D) A weighted sum of other vectors

Sagot :

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A vector in a vector space is defined as a linear combination of other vectors if it can be expressed as:A) The sum of two scalar multiples of other vectorsB) A scalar multiple of another vectorC) The difference between two vectorsD) A weighted sum of other vectors

Sagot :

Other Questions

A vector in a vector space is defined as a linear combination of other vectors if it can be expressed as:
A) The sum of two scalar multiples of other vectors
B) A scalar multiple of another vector
C) The difference between two vectors
D) A weighted sum of other vectors