Show that the parametric equation X = V +$t$ (U $-$ V)represents the line through U and V if U and V are any two vectors which are not equal.
How can I prove? So, if U and V are any two vectors which are equal then what can it be?
Show that the parametric equation X = V +$t$ (U $-$ V)represents the line through U and V if U and V are any two vectors which are not equal.
How can I prove? So, if U and V are any two vectors which are equal then what can it be?
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