[" 5.Using the method of slope,show that the following points are collinear: "],[[" (i) "A(4,8),B(5,12),C(9,28)," (ii) "A(16,-18),B(3,-6),C(-10,6)]]

Using the method of slope, show that the following points are collinear: A(4,8),\ B(5, 12),\ C(9, 28)

Using the method of slope,show that the following points are collinear: A(4,8),B(5,12),C(9,28)

Using the method of slope,show that the following points are collinear: A(16,-18),B(3,-16),C(-10,6)

Using the method of slope, show that the following points are collinear: A(16 ,-18),\ B(3,-6),\ C(-10 ,6)

Using determinants, show that the following points are collinear : (i) (a+b,c),(b+c,a),(c+a,b) (ii) (5, 5),(10,7), (-5,1)

Using determinants, show that the following points are collinear : (i) (a+b,c),(c+c,a),(c+a,b) (ii) (5, 5),(10,7), (-5,1)

Use determinants to show that the following points are collinear. (i) A(2, 3), B(-1, -2) and C(5, 8) (ii) A(3, 8), B(-4, 2) and C(10, 14) (iii) P(-2, 5), Q(-6, -7) and R(-5, -4)

Using vector method, show that the given points A,B,C are collinear: (i) A(3,-5,1),(-1,0,8) and C(7,-10,-6) (ii) A(6,-7,-1),B(2,-3,1) and C(4,-5,0).

Prove that the following points are collinear (using the slope concept) A=(3,-4), B=(-7,6), C=(-2,1)

Using slopes, show that the points A(0,5) , B(3,2) and C(-1,6) are collinear.