Set of vectors is linearly dependent iff some vector is expressed as combination of preceding vector

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A subset of a vectorspace is linearly dependent iff some vector of it is linear comb.of remaining A subset of a vectorspace is linearly dependent iff some vector of it is linear comb.of remaining
In linear dependent set one of the vector is linear combination of preceding vectors In linear dependent set one of the vector is linear combination of preceding vectors
Linear Independence Linear Independence
Any Vector From Linearly Dependent Set Can Be Expressed As linear Combination of Preceeding vectors Any Vector From Linearly Dependent Set Can Be Expressed As linear Combination of Preceeding vectors
📚 Show that vectors in a set are linearly dependent (Part 1) 📚 Show that vectors in a set are linearly dependent (Part 1)
Linear Combination. Linear Combination.
📚 Show that vectors in a set are linearly dependent (Part 2) 📚 Show that vectors in a set are linearly dependent (Part 2)
Solving for one vector in linear dependent set Solving for one vector in linear dependent set