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    Exam 4: Applications of the Derivative
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    The Tangent Line to at a Point Intersects
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The Tangent Line to at a Point Intersects

Question 47

Question 47

Essay

The tangent line to The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  at a point The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  intersects the The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  and The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  axes at points The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  and The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  , respectively. Find The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  such that the area of the triangle The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.  is maximum. The tangent line to   at a point   intersects the   and   axes at points   and   , respectively. Find   such that the area of the triangle   is maximum.

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