from the vertex of the isosceles triangle with vertices (0,0) , (p,0) and (p/2,q) an arc is described with radius equal to half the base, meeting the base at a point which divides it into two parts whose lengths are roots of equation?

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from the vertex of the isosceles triangle with vertices (0,0) , (p,0) and (p/2,q) an arc is described with radius equal to half the base, meeting the base at a point which divides it into two parts whose lengths are roots of equation?

from the vertex of the isosceles triangle with vertices (0,0) , (p,0) and (p/2,q) an arc is described with radius equal to half the base, meeting the base at a point which divides it into two parts whose lengths are roots of equation?

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from the vertex of the isosceles triangle with vertices (0,0) , (p,0) and (p/2,q) an arc is described with radius equal to half the base, meeting the base at a point which divides it into two parts whose lengths are roots of equation?

from the vertex of the isosceles triangle with vertices (0,0) , (p,0) and (p/2,q) an arc is described with radius equal to half the base, meeting the base at a point which divides it into two parts whose lengths are roots of equation?

1 Answers

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Other Related Questions on Analytical Geometry

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