Recent content by mathProb

  1. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    as x approaches 0?
  2. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    How can a limit not exist? limit of ((x^2)^1/2) / (x + 2x^2) as x approaches 0 = x / ( x (1+2x) ) =0 or dne
  3. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    Thanks a lot.
  4. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    lim = -1/2 as x approaches 0
  5. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    lim = 0
  6. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    -sin^2 / (sin^2 + X^3(cos +1)) = 1/(1+ (x^3(cos +1))/sin^2) lim= 1
  7. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    1+ (sin^2/x^3(cosx+1)) limit of cos + 1 = 2
  8. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    (1/cos) + 1 + ?(sin^2/x^3 cos) + (sin^2/x^3) limit =1
  9. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    - 1/cos + 1 + sin^2/x^3 cos x + sin^2/X^3 limit = 1?
  10. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    i still get 0/0
  11. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    cos^2 - 1 / ( sin^2 + x^3)(cos x + 1) = - sin^2/ (sin^2 + x^3 )(cos +1) is this the right way?
  12. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    I know l hospitals rule u take the derivative and then find the limit but is there another way u can so it by using sinx/ x = 1
  13. M

    Limit of Trig Function as x Approaches 0: Is the Answer 0/0?

    Homework Statement lim (cos x - 1) / (sin^2 x + x^3) as x approaches 0. Homework Equations sinx/x = 1 The Attempt at a Solution I get 0/0. Is that the answer?
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