Help using Excel please: During the course of the current production cycle, the owner of the woodworking company discussed in the preceding problem discovers that his assumption regarding customers being interested in buying tables and chairs individually rather than in sets is incorrect.The vast majority of his customers are indicating that they are only interested in purchasing table and chair in sets, with each set consisting of one table and four chairs.Without revising the previously stated general guidelines or previously LP model for problem 2, answer the following questions based upon only being able to sell the tables and chairs produced in complete sets: How many complete table and chair sets can the company assemble from the optimal number of tables and chairs produced during the current production cycle? How many excess tables will the company have left in inventory at the end of the current production cycle? How many excess chairs will the company have left in inventory at the end of the current production cycle? What is the total amount of profit that the company would potentially earn, assuming that excess tables or chairs do not contribute to profit earned during the current production cycle?USING SOLVER WE HAVETableChairTotalConstraintAvailableDecision Variable179.687531.25Contribution2506546953.13Wood4.01.0750<=750.0Fabrication labor20.045.05000<=5000.0Assembly labor2.04.0484.375<=1225.0Finishing labor12.08.02406.25<=3250.0Packaging labor1.01.0210.9375<=500.0 Solution How many complete table and chair sets can the company assemble from the optimal number of tables and chairs produced during the current production cycle? 7 TABLES AND 28 (7*4)CHAIRS How many excess tables will the company have left in inventory at the end of the current production cycle? 179-7 = 172 TABLES How many excess chairs will the company have left in inventory at the end of the current production cycle? 31 - 28 = 3 CHAIRS What is the total amount of profit that the company would potentially earn, assuming that excess tables or chairs do not contribute to profit earned during the current production cycle? 7*250 + 28*65 = 3570 $3570.

1. If there are two alleles, A and B, and the genotype frequencies are 80% AA, 4% AB, and 16%
BB, what is the frequency of the B allele?
Solution
Answer: The frequency of the B allele = 0.4
The given percentages show that the progeny do not follow Hardy-Weinberg equation.
So the the frequency of BB= 16/100 = 0.16
The frequency of allele B = 0.4