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A railroad tunnel is shaped like a semi-ellipse. The height of the tunnel at the center is 28 ft and the total width is 50 ft. Find the vertical clearance at a point 13 to the right from the center.
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2a=50,a=25 2b=28 b=14 Eq of ellipse is \[\frac{ x ^{2} }{ 625 }+\frac{ y ^{2} }{196 }=1\] when x=13 \[\frac{ 169 }{ 625 }+\frac{ y ^{2} }{ 196 }=1\] \[\frac{ y ^{2} }{ 196 }=1-\frac{ 169 }{ 625 }=\frac{ 456 }{ 625 }\] \[y ^{2}=\frac{ 456 }{ 625 }*196,y=\frac{ 28\sqrt{114} }{ 25 }\] Required clearance=2y calculate
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