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E: 08/10 win an ipad or other Krave goodies(FB)

Runnerduck
Runnerduck Posts: 3,146 Forumite
I won, I won, I won! I've been Money Tipped!
edited 17 September 2012 at 9:24AM in Game Over Archives
https://www.facebook.com/Krave/app_398411583551730

a. 1 x iPad 16GB with wifi.
b. 1 x supply of Krave cereal (crate of 8 boxes).
c. 1 x Krave branded hoody.
d. 1 x Krave branded cereal bowl.
e. 1 x white speakers.

Comments

  • Idol_Eyes
    Idol_Eyes Posts: 6,712 Forumite
    Part of the Furniture 1,000 Posts Name Dropper Combo Breaker
    Prizes include Krave goodies and an iPad!
    2025 £913, 2024 £72, 2023 £2230, 2022 £300, 2021 £1800, 2015 £3790, 2014 £4460
  • Guess this is luck of the draw

    JULY WINS- LABEL M PRODUCTS

  • This is one time you really DO need to be a rocket scientist! :rotfl:
  • tallenuk
    tallenuk Posts: 3 Newbie
    edited 21 September 2012 at 12:47AM
    You can use the equations of motion to get a rough idea of a upper limit.
    I'd say looking at the blueprint the angle is about 38 degrees (Sin^-1 (2.5/4)). Therefore the vertical speed on launch is 0.625*26.82=16.76 m/s.
    Vertical Velocity zero at end [it hits the ground] so 0=16.76 - 1/2 * 9.81 * t^2. [0=v+0.5at^2] Rearrange to solve for t = 2x1.85s. (1.85 seconds of flight)

    Therefore it shouldn't travel further than (As this calculation doesn't take air resistance+ friction into account)
    1.85*2* cos(38)*26.82=78m


    Tho with air resistance I'd expect it to be half of this, at around 30m. 60mph is very slow! It's pretty much guesswork. I went for 12 m as trolleys are very unbalanced towards the rear with the rocket causing it to rotate and the cereal fall out.
  • tallenuk wrote: »
    You can use the equations of motion to get a rough idea of a upper limit.
    I'd say looking at the blueprint the angle is about 38 degrees (Sin^-1 (2.5/4)). Therefore the vertical speed on launch is 0.625*26.82=16.76 m/s.
    Vertical Velocity zero at end [it hits the ground] so 0=16.76 - 1/2 * 9.81 * t^2. [0=v+0.5at^2] Rearrange to solve for t = 1.85s. (1.85 seconds of flight)

    Therefore it shouldn't travel further than (As this calculation doesn't take air resistance+ friction into account)
    1.85* cos(38)*26.82=39 Meters


    So it's gonna be less than 30M realistically, taking air resistance into account.

    I told you so! :rotfl:
  • tallenuk wrote: »
    You can use the equations of motion to get a rough idea of a upper limit.
    I'd say looking at the blueprint the angle is about 38 degrees (Sin^-1 (2.5/4)). Therefore the vertical speed on launch is 0.625*26.82=16.76 m/s.
    Vertical Velocity zero at end [it hits the ground] so 0=16.76 - 1/2 * 9.81 * t^2. [0=v+0.5at^2] Rearrange to solve for t = 1.85s. (1.85 seconds of flight)

    Therefore it shouldn't travel further than (As this calculation doesn't take air resistance+ friction into account)
    1.85* cos(38)*26.82=39 Meters


    So it's gonna be less than 30M realistically, taking air resistance into account.

    Is that just for the trolley? Remember you can guess where the cereal will land. And it's rocket powered.
    Back to comping after a 3-year hiatus :j
  • Gilla_2
    Gilla_2 Posts: 13,228 Forumite
    Part of the Furniture 10,000 Posts
    Yuk. I hate white chocolate.
    42.7 percent of all statistics are made up on the spot
    :hello: Good Luck everyone !:hello:
This discussion has been closed.
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