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Prove: If [P(H)] holds, then all Saccheri quadrilaterals have accute top angles.

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Basic Math

Prove: If [P(H)] holds, then all Saccheri quadrilaterals haveaccute top angles.

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4.2 Ratings (593 Votes)
A Saccheri quadrilateralis aquadrilateral with two equal sides perpendicular to the basewhen the summit angles are right angles the existence of thisquadrilateral is equivalent to the statement expounded by Euclidsfifth postulateWhen the summit angles are acute this quadrilateral leads tohyperbolic geometry andwhen the summit angles are obtuse the quadrilateral leads toelliptical or    See Answer
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