Question

    What will come in the place of question mark (?) in the given expression?

    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" alt="" />
    A 55 Correct Answer Incorrect Answer
    B 67 Correct Answer Incorrect Answer
    C 69 Correct Answer Incorrect Answer
    D 72 Correct Answer Incorrect Answer

    Solution

    ATQ, ? = 18 × 4 ? = 72

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