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*someone plz guide me through this* G: CIRCLE O ,NR parallel PS P:triangle OSP is isosceles. WRITE 2 COLUMN proof
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|dw:1404884759161:dw|
I'll give you an idea.
|dw:1404884909429:dw|
ON cong OR bec both are radii of the circle. <1 cong <3 bec they are opp cong sides.
<1 cong <2 bec corresp <s of parallel lines <3 cong <4 bec corresp <s of parallel lines
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<1 cong <4 by transitive <2 cong <4 by substitution OP cong OS bec opp sides of cong angles are cong tr OSP is isos bec def of isos tr.
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