Write down the algebraic representation of this consumer's budget constraint. Show that the bundle (5, 15) is just affordable. Identify another bundle on the budg constraint where both goods are consumed in positive amounts. Suppose that in 2004 tl price of food rose to $10/unit and housing rose to $20/unit. How much additional income is required such that the original bundle is just affordable the new prices. -) On the graph with Housing on the horizontal axis and food on the vertical axis, depi- the original budget constraint and the new budget constraint after income is compensate according to Include the indifference curve going through the point (5,15).

A: -9 + 9 = x - 4 + 9

A: We need to determine which of the sales, 170CDs or 200CDs, yields a higher profit.

A: I have stated the method for the solution

A: From part e:For model 1; 95% CI and PI are: (168.5648, 175.9918) and (163.7609, 180.7957)For model…

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A: Use trigonometric ratio

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A: 8r-rs.........A given r=6 s=5  put r and s value in A

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A: Given : m∠1=3x+15, m∠2=4x-5, and m∠3=5y

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A: solve the integration by part