Ageneral equation for a steady, two-dimensional velocity field that is linear in both spatial directions (x and y) is v→=(u, v)=(u+a1x+b1y)i→+(v+a2x+b2y)j→ where u and v and the coefficients are constants. their dimensions are assumed to be appropriately defined. choose the correct x- and y-components of the acceleration field. (check all that apply.) ax=(u+a1x+b1y)a1+(v+a2x+b2y)b1

ay=(u+a1x+b1y)a2−(v+a2x+b2y)b2

ay=(u+a1x+b1y)a2+(v+a2x+b2y)b2

ay=(u+a1x−b1y)a2+(v+a2x−b2y)b2

ax=(u+a1x+b1y)a1−(v+a2x+b2y)b1

ax=(u−a1x+b1y)a1+(v−a2x+b2y)b1