Practice Problems

[img]data:image/png;base64,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[/img][br]Find x.
[img]data:image/png;base64,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[/img][br]Find the length of PQ.
[img]data:image/png;base64,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[/img][br]Find y.
[img]data:image/png;base64,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[/img][br]Find LK and ML
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