1. Negate the following statements (i): [tex]\forall[/tex]x[tex]\in[/tex]R [tex]\exists[/tex]y[tex]\in[/tex]R such that x+y=0 (ii): introduction: Each of us got, let's say, 20 bags of green apples. Actual Statement: At least one of us (each) found at least one red apple in at least one bag (each). (Each person and each one of it's bags are treated separately) 2. Relevant equations/3. The attempt at a solution No idea. I'm completely lost here. Please help, as I have no idea how to negate complex/multi-element statements.