Question

in a triangle a,b,c.a=(alpha beta) ,b=(1,2),c=(2,3) and point a lie on the line y=2x+3 where alpha ,beta belongs to integer .if area of triangle abc is such that greatest integer( triangle) = 2 where triangle denotes area of triangle and ()denotes greatest integer then find the possible coordinates of a.​

Answer 1

Step-by-step explanation:

a=(a,b)

b=(1,2)

c=(2,3)

y-3=(3-2)/(2-1)(x-2)

y=x+1

mod(2a+3-1)/root (2)

bc= root (2-1)+(3-2)

=root 2

half of bxh=5

5greater than less than 6