The slope of altitude from A to BC of triangle A (2,3) , B(`-3,2`) and C(3,5) is `"_____"`.

Length of median from A to BC of triangle ABC where A (2,5) B (7,-1) and C (3,5) is

Find the equation is of the altitudes of as Delta ABC whose vertices are A(1,4),B(-3,2) and C(-5,-3)

The vertices of triangleABC are A(-2,3), B(2,-3) and C(4,5). Find the slope of BC.

The length of altitude through A of the triangle ABC where A-= (-3,0), B -= (4,-1) C-= (5,2) is

The vertices of triangle ABC are A (-2, 3), B (2, -3) and C (4,5) i. Find the slope of BC. ii. Find the equation of the altitude of triangle ABC passing through A.

Find equations of altitudes of the triangle whose vertices A(2,5),B(6,-1) and C(-4,-3)

Find the length of altitude through A of the triangle A B C , where A-=(-3,0)B-=(4,-1),C-=(5,2)

Find the length of altitude through A of the triangle A B C , where A-=(-3,0)B-=(4,-1),C-=(5,2)

Find the length of altitude through A of the triangle A B C , where A-=(-3,0)B-=(4,-1),C-=(5,2)

Find the length of altitude through A of the triangle A B C , where A-=(-3,0)B-=(4,-1),C-=(5,2)