1.

If 16×8^(n+2)=2^m, then m is equal toStep by step explanation

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ANSWER:

Step-by-step EXPLANATION:

       

      16 * 8^{n+2} = 2^{m}

     2^{4} * 2^{3(n+2)} = 2^{m}

     2^{4 + <klux>3N</klux> + 6} = 2^{m}

    2^{3n + <klux>10</klux>} = 2^{m}

   now BASE are same so,

   3n + 10 = m

  i.g.     m = 3n + 10


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