At what point do the curves r1 (t) = t, 2 - t, 24 + t2 and r2 (s) = 6 - s, s - 4, s2 intersect?

At what point do the curves r1 (t) = t, 2 - t, 24 + t2 and r2 (s) = 6

1.	At what point do the curves r1 (t) = t, 2 - t, 24 + t2 and r2 (s) = 6 - s, s - 4, s2 intersect?
Answer» At what point do the curves r\(_1\) (t) = t, 2 - t, 24 + t^² and r\(_2\) (s) = 6 - s, s - 4, s^² intersect? Solution: