- AST || QR by converse of BPT
- BST is perpendicular to QR
- CST passes through R
- DST = QR
Step-by-Step Solution
and ; equal ratios imply ST || by the converse of BPT.
Answer: A) ST || QR by converse of BPT
In triangle PQR, S is on PQ and T is on PR. PS = 4 cm, SQ = 4.5 cm, PT = 4 cm, TR = 4.5 cm. Which statement is correct?
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