Recent content by conniebear14

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    Probability of Randomly Selective Event, Conditional Probability

    Okay so I calculated probability person does not buy as .8 from (1-.56)(.25) + (.92)(.75). But now I am stuck. Where does the five part come in? What should I do next?
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    Probability of Randomly Selective Event, Conditional Probability

    it didn't post the numbers but the blanks correspond to 56% and 8% respectively
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    Probability of Randomly Selective Event, Conditional Probability

    Homework Statement A company has been running a television advertisement for one of its new products. A survey was conducted. Based on its results, it was concluded that an individual buys the product with probability...
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    Period of Oscillation for vertical spring

    Okay, for this problem let's not take gravity into account. Are my equations correct? Can I use the same approach that I used for a horizontal spring?
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    Period of Oscillation for vertical spring

    Homework Statement A mass m=.25 kg is suspended from an ideal Hooke's law spring which has a spring constant k=10 N/m. If the mass moves up and down in the Earth's gravitational field near Earth's surface find period of oscillation. Homework Equations T=1/f period equals one over...
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    Frictionless horizontal then ramp?

    okay so PE is mgdeltaY? Where do I go from there? I set .5mv^2 = mgdeltaY and got deltaY = (v^2)/2g
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    Frictionless horizontal then ramp?

    I don't know what that means (lhs and rhs). That was the only equation I could think of. The horizontal plus a ramp is what is messing me up. Which equations would you recommend?
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    Frictionless horizontal then ramp?

    Homework Statement An object of mass m and initial speed v0 sliding on a horizontal frictionless surface encounters a frictionless ramp. To what vertical height will the object rise before coming to rest? Homework Equations .5mv^2 = .5mgh The Attempt at a Solution I used above...
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    Help with improper integral calculation

    I'm supposed to find the integral of f(x) = (e^5x) / (1+(e^10x)) from negative infinity to 0. I know how to set up the integral as the limit as t approaches -∞ of ∫f(x) from t to 0, but I'm stuck on how to actually solve the integral. I've tried by parts and u-sub but I just can't seem to get...