Level 1 – Carbon Labels Select the appropriate naming or labeling for the following molecule given the choices below.  

What do the servants (slaves) do as they are preparing their master’s dinner and why?

Collecting Reactants – Level 2 A student is attempting to collect all of their reactants for the nitration of methyl benzoate lab.10.10 mL of methyl benzoate completely reacted with nitric acid to produce methyl 3-nitrobenzoate using sulfuric acid as a catalyst.  What is the minimum volume (mL) of nitric acid required to add one stoichiometric equivalent of nitro group to the starting material methyl benzoate? Given: Methyl benzoate | C8H8O2 | M.W. = 136.15 g/mol | Density = 1.08 g/mlNitric acid | HNO3 | Aqueous Concentration = 15.9 M Methyl 3-nitrobenzoate | C8H8NO4 | M.W. = 181.15 g/mol SELECT THE CLOSEST ANSWER POSSIBLE.

Solve the system by back substitution. 1.

Identify the row operation that produces the resulting matrix. →

Solve the problem by writing and solving a suitable system of equations by Gauss-Jordan method. Show your work and state the final answer. Linda invests $25,000 for one year. Part is invested at 5%, another part at 6%, and the rest at 8%. The total income from all 3 investments is $1600. The income from the 5% and 6% investments is the same as the income from the 8% investment. Find the amount invested at each rate. 1.

Write the system of three equations with three variables. DO NOT SOLVE! Let x be acres for Vegetable A, y be acres for Vegetable B, and z be acres for Vegetable C. Let x be acres for Vegetable A, y be acres for Vegetable B, and z be acres for Vegetable C. According to an agricultural report, the amounts of nitrogen phosphate and labor needed to grow three different vegetables are given by the following table: If a farmer has 270 acres, 37,800 pounds of nitrogen, 31,000 pounds of phosphate, and 1252 hours of labor, Write the system of three equations with three variables. DO NOT SOLVE! 1.

Solve the problem.The matrices give points and rebounds for five players in two games. Find the matrix that gives the averages. Points Rebounds Points Rebounds

Solve the systen equation below using any method you know. Show your work!x – y + z = 12x + y + z = 6x + y – z = -2

Solve the problem by writing and solving a suitable system of equations. Show your work and state the answer.Daisy has a desk full of quarters and nickels. If she has a total of 23 coins with a total face value of $4.35, how many of the coins are nickels? 1.