Question

    src="data:image/png;base64,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" alt="" />
    A –18 cm; 1.2 cm Correct Answer Incorrect Answer
    B –90 cm; 6.0 cm Correct Answer Incorrect Answer
    C –90 cm; –6.0 cm Correct Answer Incorrect Answer
    D –18 cm; –1.2 cm Correct Answer Incorrect Answer

    Solution

    The correct answer is C

    Practice Next

    Relevant for Exams: