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aisya
aisya asked in Science & MathematicsMathematics · 10 years ago

mathematics limit question?

limit approches to 4 for (1/2^x) over logsmall4 (x).

1. is this function continuous at x=4? Justify your conclusion.

2.if the ans is yes, use substitution to evaluate the limit.

3. after evaluate using substitution, intepret it.

3 Answers

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  • Dambarudhar
    Lv 7
    10 years ago
    Favorite Answer

    Read your Text Book to understand the meaning of logarithm, the base of logarithm, the

    formulas and the calculations involved therein first. Then try to understand the meaning of limits

    and there calculations from your Text Book. This sort of easy way of asking questions without

    understanding the fundamentals and getting answers from others will never help you.

  • Nazrul Islam
    10 years ago

    lim(x-->4) (1/2Ë£)/log₄(x) =

    =(1/2⁴)/log₄(4) =1/16

  • __ E.А. Turin __
    Lv 6
    10 years ago

    lim(x-->4) (1/2Ë£)/log₄(x) =

    =(1/2⁴)/log₄(4) =1/16

    Source(s): .
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