R h = R m2 A block of mass m1 glides frictionlessly down a circular path from a starting height h = R. At the bottom of the path it hits a block of mass 2 7 mi and which is basically at rest. After the collision, the two bricks continue to move frictionlessly up the circular path as a common body. Which expression indicates the maximum height h of the joint body above the bottom after the collision? Choose one alternative: Oh = (; -)² R mi+m2 oh = m2 R m1-m2 oh = m2 R m+m2 oh = R mi+m2 oh = R m1-m2

R h = R m2 A block of mass m1 glides frictionlessly down a circular path from a starting height h = R. At the bottom of the path it hits a block of mass 2 7 mi and which is basically at rest. After the collision, the two bricks continue to move frictionlessly up the circular path as a common body. Which expression indicates the maximum height h of the joint body above the bottom after the collision? Choose one alternative: Oh = (; -)² R mi+m2 oh = m2 R m1-m2 oh = m2 R m+m2 oh = R mi+m2 oh = R m1-m2