Question 1039207
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Hi there, this is a question about definite integrals I'm assuming but I'm not sure how to find these Help would be greatly appreciated! This is the question: 
Find the area of the region enclosed by the following graphs.
b) xy = 6, x + y = 7
c)y^2 = 3x, x^2 = 3y
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<pre>
1. This area is a definite intergral of the function Y2(x) - Y1(x),

   where Y2(x) = 7-x  and  Y1(x) = {{{6/x}}}.

   See the figure below:

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{{{graph( 330, 330, -2.5, 10.5, -2.5, 10.5,
          7-x, 6/x
)}}}


<B>Figure</B>. Plots  Y2(x) = 7-x  (red)  and  Y1(x) = {{{6/x}}}  (green)

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</TABLE></pre>You need to find the lower and the upper limits of integration.