The image contains two mathematical equations labeled with numbers. Each equation involves square roots and variables. **Equation 14:** \[ \sqrt{3k - 64} = \sqrt{\frac{k}{3}} \] This equation involves two square root expressions set equal to each other. On the left, the expression under the square root is \(3k - 64\). On the right, the expression is \(\frac{k}{3}\). **Equation 16:** \[ n = 7 + \sqrt{-4n + 28} \] This equation is set in terms of \(n\). On the right side, it involves adding 7 to the square root of the expression \(-4n + 28\). These equations are designed to be solved for the variables \(k\) and \(n\), respectively. When solving, consider checking for any extraneous solutions that may result from the squaring process used to eliminate square roots.

Solve the system. 5) y+3z = -7 4x %3D X + 3y + Z = 11

Mail 4. A colleague approaches you with the following simplex tableau: Mar 10, 2022, 8:58 AM Inbox 275 MI hospital all of Monday, Feb t Starred 0 72 0 60 1 4 Snoozed 5 1 0 0 Sent 1 1 1 1 0 22 3 -2 0 -4 1 140 r 19, 2022, 6:43 PM - Chat (a) tableau. Write down these variables, and give their values. Your colleague does not remember which variables to list in the first column of the ons! If we were to solve this problem using the simplex method, what would be the (b) next pivot element? Justify your answer No conversations Start a chat

Urgent please