Let t: r3 → r3 be a linear transformation. use the given information to find the nullity of t nullity(t) = give a geometric description of the kernel and range of t. o the kernel of t is the yz-plane in r3, and the range of t is a line (the x- t is the projection onto the xy-coordinate plane: t(x, y, , y, 0) axis) o a. the kernel of t is a line (the x-axis), and the range of t is the yz-plane in r3 b. the kernel of t is the xz-plane in r3, and the range of t is a line (the y- axis)c. the kernel of t is the xy-plane in r3, and the range of t is a line (the z - axis)d. the kernel of t is a line (the z-axis), and the range of t is the xy-plane in axis) axis)