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    • minors-and-co--factors
    JEE Plances JEE (Main) - Maths
    Asked by futureisbright051101 | 05 April, 2018, Apr:%i:Thursday
    ANSWERED BY EXPERT ANSWERED BY EXPERT
    CBSE XII Science - Maths
    <div>Explaim the answer in detail...</div> <div><img src="data:image/png;base64,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" alt="" width="527" height="98" /></div>
    Asked by nitishkrnehu09 | 14 November, 2017, Nov:%i:Tuesday
    ANSWERED BY EXPERT ANSWERED BY EXPERT
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