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Two corridors whose widths are 64 units and 27 units respectively meet at a right angle. Calculate the length of the longest rigid beam that can pass from one corridor to the other when it is slid along the floor.
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I'm not sure where to even start... we don't have any angles or anything, so...
That's all I can do for you:)
|dw:1397425724903:dw|
The diagram we get looks like that
@sourwing
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|dw:1397429173787:dw|
\[\cos a=\frac{ 64 }{ x }\] \[\sin a=\frac{ 27 }{ y }\] Solver for x and y in terms of TRIG a, add, differentiate, and enjoy.
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