What restrictions must be made on x, y, and z so that the triple (x, y, z) will represent a point on the y-axis? For the triple (x, y, z) to represent a point on the y-axis, x must beSelect y must beSelectand z must be Select On the z-axis? For the triple (x, y, z) to represent a point on the z-axis, x must beSelecty must be -Select.and z must be Select Select .y must be -Select and z For the triple (x, y, z) to represent a point on the z-axis, x must be -Select- 수·y must be -Select- 쉬 , and z must be -Select- In the xz-plane? For the triple (x, y, z) to represent a point in the xz-plane, x must be --Select-- In the yz-plane? For the triple (x, y, z) to represent a point in the yz-plane, x must be -Select- , y must be -Select- , and z must be -Select- , y must be -Select- # , and z must bw Select Additional Materials negative positive a real number ebook