When using glm translation on a mat4 and multiplying it by a vec4, x and y are inexplicably completely unaffected and appear the same as if I had translated in the first place. Is there something I'm just not understanding?
mat4 c = mat4(1.f);
c = translate(c, vec3(10, 10, 0))
vec4 dv1 = vec4(line1s[i].x, line1s[i].y, 1.f, 1.f) * c
x and y should be affected by this, right?
Matrix multiplications and multiplications of matrices with vectors are not commutative. The glm-math operations work like the corresponding GLSL operations. See GLSL Programming/Vector and Matrix Operations. Therefore, the vector has to be multiplied to the matrix from the right.
vec4 dv1 = c * vec4(line1s[i].x, line1s[i].y, 1.f, 1.f)
The order of multiplication is incorrect in your code. In your example:
vec4 dv1 = vec4(line1s[i].x, line1s[i].y, 1.f, 1.f) * c;
You should multiply the matrix by the vector, not the other way around:
vec4 dv1 = c * vec4(line1s[i].x, line1s[i].y, 1.f, 1.f);
As explained in gamedev.stackexchange.com, the correct formula for matrix-vector multiplication is:
(x*a + y*b + z*c + w*d;
x*e + y*f + z*g + w*h;
x*i + y*j + z*k + w*l;
x*m + y*n + z*o + w*p)
So, when you multiply a matrix c by a vector vec4(line1s[i].x, line1s[i].y, 1.f, 1.f), the translation part of the matrix (last column) will affect the resulting vector's x and y components as expected.
Make sure that the w component of the vec4 is set to 1, as mentioned in stackoverflow.com and gamedev.net, which is required for translations to work correctly in homogeneous coordinates.
