An open cone-shaped container with height (H = 6.5m) and diameter (D = 4.2m) receives a fluid flow of Q₁ = 2.7 m³/s from the top of the container. If the fluid level inside the container is increasing by V=0.213 m/s when the fluid is as deep as 45% of the cone's height, use the Reynold's Transport Theorem (A) Determine the discharge Q2 exiting (or entering) the bottom of the container through the vertex. (B) Check the answer using the continuity equation.