Practice problem
Solve for yyy, assuming z≠0z\neq0z=0. x=yz3x=\frac{yz}{3}x=3yz
y=z3xy=\frac{z}{3x}y=3xz
y=3xzy=\frac{3x}{z}y=z3x
y=3xzy=3xzy=3xz
y=xz3y=\frac{xz}{3}y=3xz
Type a concept, like “slope” or “photosynthesis”.
