Variable Cells
			Final	Reduced	Objective	Allowable	Allowable
	Cell	Name	Value	Cost	Coefficient	Increase	Decrease
	$B$3	Number to make P1	36.7142	0.0000	50.0000	11.5335	15.3129
	$C$3	Number to make P2	58.6371	0.0000	58.0000	13.2315	14.9192
	$D$3	Number to make P3	0.0000	-19.4686	46	19.4686	1E+30
	$E$3	Number to make P4	63.5675	0.0000	62	1E+30	6.3795
Constraints
			Final	Shadow	Constraint	Allowable	Allowable
	Cell	Name	Value	Price	R.H. Side	Increase	Decrease
	$F$11	Labour Used	3488.5543	0.0000	3600	1E+30	111.4457
	$F$12	Machine hours Used	1700.0000	2.6008	1700	61.4764	336.3636
	$F$13	Management	-7.10543E-15	6.2907	0	20.1320	64.4643
	$F$7	Cloth Used	600.0000	7.9275	600	148.0000	70.9184
	$F$8	Starch Used	350.3346	0.0000	500	1E+30	149.6654

Use the sensitivity report to answer the following questions.

a) How many units of each product are to be produced?

b) What is the value of the objective function corresponding to your answer in (a) above?

c) How many hours of labour effort should be allocated to each product?

d) How many pounds of cloth should be allocated to each product?

e) Why do three of the products have zero reduced cost?

f) What is the minimum profit for product 3 to enable the company produce some of it?

g) Which constraints are binding?

h) Which constraints are not binding?

i) What is the effect on the objective function value if the pounds of cloth are increased by 120?