Question Solve the equation Solve for ω Solve for a Solve for v Load more ω=2a2−2y2v2 Evaluate v2=ω×2(a2−y2)Use the commutative property to reorder the terms v2=2ω(a2−y2)Rewrite the expression v2=(2a2−2y2)ωSwap the sides of the equation (2a2−2y2)ω=v2Divide both sides 2a2−2y2(2a2−2y2)ω=2a2−2y2v2Solution ω=2a2−2y2v2 Show Solution