Answer / Ravi Ranjan Kumar

Let the cost of each unit of the first, second, and third mixture be represented as 'a', 'b', and 'c' respectively. From the given information, we can form two equations:n1) a*3 + b*4 + c*5 = 240n2) a*6 + b*4 + c*9 = 340nBy solving these two equations simultaneously, we find that a=8, b=6, and c=3. Now, when the mixture is in a 5:6:8 ratio (i.e., 5a + 6b + 8c), the price will be 5*8 + 6*6 + 8*3 = 200.

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