# Linear Combination

Let $v_{1},v_{2},....,v_{r}$ be vectors in $R^{n}$. A linear combination of these vectors is of the form $k_{1}v_{1}$ + $k_{2}v_{2}$ + ......+ $k_{r}v_{r}$

The coefficients $k_{1},k_{2},.....,k_{r}$ are scalars.

Let $v_{1},v_{2},....,v_{r}$ be vectors in $R^{n}$. A linear combination of these vectors is of the form $k_{1}v_{1}$ + $k_{2}v_{2}$ + ......+ $k_{r}v_{r}$

The coefficients $k_{1},k_{2},.....,k_{r}$ are scalars.

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