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A particular diet calls for exactly 1000 units of vitamin A, exactly 1600 units of vitamin C, and exactly 2400 units of vitamin E. An individual is fed a mixture of three foods. Each gram of food 1 contains 2 units of vitamin A, 3 units of vitamin C, and 5 units of vitamin E. Each gram of food 2 contains 4 units of vitamin A, 7 units of vitamin C, and 9 units of vitamin E. Each gram of food 3 contains 6 units of vitamin A, 10 units of vitamin C, and 14 units of vitamin E. How many grams of each food should the individual be fed to satisfy the diet requirements?
Identify the variables and determine the system of equations. Use the Gauss-Jordan elimination method and solve the system of equations
Why is it important to understand linear equations in business? In particular can you provide examples where the relationship between items that can be affected by management and 'items' that management wished to achieve or attain may be 'linear'?
Find elementary matrices E,F,G and a matrix R in row-echelon form such that the following matrix A is equal to EFGR.
Evaluate the Area of under one arch of a cycloid using its integration
FInd the probability that exactly 2 will be defective
Evaluate the Equation of the line which passes through the two given points and Write down the equations of the line described in the following questions
Construct appropriate probabilistic models - appropriate probabilistic model and find the probability of getting doubles.
A major city car rental agency has a total of 2200 cars rented out of 3 locations: Metro Airport (m), Downtown Airport (d), and at smaller City Airport (c).
Prove that there exists only one 4-regular maximal planar graph. Can you explain it step by step? Draw the graph please.
Let E and F be non-zero-probability events. If E and F are mutually-exclusive, can they also be independent?
Determine the following values
Statistical Testing for an Out-of-Control Process, A statistical process analyst is responsible for assuring statistical control. In one process, a machine is supposed to drop 11.4 ounces of mints into a bag.
Solve this linear problem graphically and determine optimal quanitities of A, B, and value of Z.
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