The Cartesian equations of a line are `x=a y+b ,z=c y+ddot` Find its direction ratios and reduce it to vector form.

Explanation

The cartesian equation of the line can be written as

`

frac{{x}-{b}}{{a}}=frac{{y}-0}{1}=frac{{z}-{d}}{{c}}`



because the coefficients of x, y, z must be 1

`
Therefore the direction ratios of the above line are

`
frac{x-b}{a}=frac{y-0}{1}`

`

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