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Combining relationships. Suppose that x=2x2- 4 so that x1 and x2 are positively correlated. Let y =3x2 + 4 so that y and xare positively correlated.

(a) Use the relationship between x1 and x2 to find the linear relationship between y and x1. Are y and xpositively correlated?

(b) Add the equations x1= 2x2- 4 and y =3x2 + 4 together and solve for y to obtain an equation relating y to both x1 and x2. Are the coefficients of both x's positive? Combining explanatory variables that are correlated can produce surprising results.

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