Find the value of x.
Sum of all angles of triangle = 180∘ 30∘ + 45∘ + x = 180∘ 75∘ + x = 180∘ x = 180∘ - 75∘ = 105∘
If tan−1x+tan−1y=π4 where xy < 1, find the value of x+y+xy.
If x2+xy+x=12 and y2+xy+y=18 then find the value of x-y is