Hello, geton!

Are there more parts to this problem?

There is too much information . . .

The line has vector equation: .

is the point and is the point

Find the possible coordinates of the point such that lies on and

Distance is: . .[1]

Line has parametric equations: . .(a)

Point has coordinates: .

Distance is: . .[2]

Equate [2] and [1]: .

. .

Substitute into (a): .

Therefore: .