In the previous parts, you obtained the following equations using newton's 2nd law and the constraint on the motion of the two blocks: m2a2x=t−m2gsin(θ) m1a1y=t−m1g,(2) and a2x=−a1y.(3) solve these equations to find a1y. before you enter your answer, make sure it satisfies the special cases you already identified: a1y=−g if m2=0 and a1y=0 if m1=m2 and θ=π/2. also make sure that your answer has dimensions of acceleration. express a1y in terms of some or all of the variables m1, m2, θ, and g.