Lurking.death
New Member
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- Nov 16, 2006
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- HSC
- 2007
Q15 from 2U fitzpatrick (P348):
A rectangle PQRS is placed inside a scalene triangle ABC. If the area of ABC is constant, prove that the maximum area of the rectangle is one-half of the area of ABC.
I know the area of triangle is constant so im trying to eliminate some constants in my formula so i can differentiate, but there's still too many. :S
A rectangle PQRS is placed inside a scalene triangle ABC. If the area of ABC is constant, prove that the maximum area of the rectangle is one-half of the area of ABC.
I know the area of triangle is constant so im trying to eliminate some constants in my formula so i can differentiate, but there's still too many. :S