1/
`sin^2 51^0 +sin^2 55^0 +sin^2 39^0 +sin^2 35^0`
`=cos^2 39^9 +sin^2 39^0 +cos^2 35^0 +sin^2 35^0`
`=1+1`
`=2`
2/
`A=sin^2 2^0+sin^2 4^0+...+sin^2 88^0`
`A=(sin^2 2^0 +sin ^2 88^0)+(sin^2 4^0+sin^2 86^0)+...+(sin^2 44^0 +sin^2 46^0)`
`A=(sin^2 2^0 +cos^2 2^0)+(sin^2 4^0+cos^2 4^0)+...+(sin^2 44^0 +cos^2 44^0)`
`A=1+1+1+...+1`
`A=22 `
(Dãy `2;4;6;...;88` có `44` số nên có `22` cặp)