Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124...

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Parabola Volume 5, Issue 2 (1968)

Transcript of Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124...

Page 1: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —

Parabola Volume 5, Issue 2 (1968)

Page 2: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
Page 3: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
Page 4: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
Page 5: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
Page 6: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
Page 7: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
Page 8: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
Page 9: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —
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Page 14: Parabola Volume 5, Issue 2 (1968) · 2014. 3. 6. · Parabola Volume 5, Issue 2 (1968) OPEN 0124 Find the shortest distance from ÑŒ2) to that part of the parabola y between x —