Let T be an acute angled triangle ABC inscribing rectangles R and S as showm in the figure. Let A(X) denote the area of the polygon(X). Then find the maximum value of

{A(R)+A(S)}/A(T)

Question

Let T be an acute angled triangle ABC inscribing rectangles R and S as showm in the figure. Let A(X) denote the area of the polygon(X). Then find the maximum value of {A(R)+A(S)}/A(T)

Sumit Majumdar · Answer

Dear student, Please specify which particular triangle is T, also is the triangle A an isosceles or scalene triangle. Regards Sumit

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Let T be an acute angled triangle ABC inscribing rectangles R and S as showm in the figure. Let A(X) denote the area of the polygon(X). Then find the maximum value of {A(R)+A(S)}/A(T)

Let T be an acute angled triangle ABC inscribing rectangles R and S as showm in the figure. Let A(X) denote the area of the polygon(X). Then find the maximum value of

{A(R)+A(S)}/A(T)

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Let T be an acute angled triangle ABC inscribing rectangles R and S as showm in the figure. Let A(X) denote the area of the polygon(X). Then find the maximum value of {A(R)+A(S)}/A(T)

Let T be an acute angled triangle ABC inscribing rectangles R and S as showm in the figure. Let A(X) denote the area of the polygon(X). Then find the maximum value of {A(R)+A(S)}/A(T)

1 Answers

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Let T be an acute angled triangle ABC inscribing rectangles R and S as showm in the figure. Let A(X) denote the area of the polygon(X). Then find the maximum value of

{A(R)+A(S)}/A(T)