Doing a linear motion lab with an inclined plane help plzzzzz
What's up.
Well im doing this physics lab where we allowed a marble to run along a frictionless inclined plane at various distances and times
we also had to find time square
you looking to find acceleration?
now its asking me to predict the shape of graph using s=1/2at^2
with distance against time square
and distance against time
find the meaning of the slopes
and plot graphs accordingly
So here is the question, do you think that the acceleration changed as you varied the distance?
and i am sooo lost
no worries, we got this :) we'll go one step at a time. So in the lab you varied the distance you rolled the marble and timed how long to get down the inclined plane, correct? you never changed the incline or did you?
nope
Okay, so the first part asking you to graph distance vs. time squared: s = 1/2a t^2 Well that looks awfully close to y = mx +b (remembering that b is the y intercept) So let's break that down a bit. For you y is the distance s x is t^2 b would be the distance if time is zero (which should be zero) So that puts 1/2a as your slope m If you think 1/2a stays the same as you very the distance the marble rolls, then the relationship is linear. If you think 1/2a changes, then it would be some more complicated relationship: quadratic, higher order polynomial etc.
i think im getting it
:)
questions?
You are in a car. You are going a certain speed.\[v_0\]You change your speed for an amount of time.\[t\]To a new speed. \[v\]You accelerated. A change in speed in some direction, or velocity, over a period of time. \[a=\frac{v-v_0}{t}\]But velocity is distance over time km/h, m/s, are you american? mi/hr?\[v=\frac{d}{t}\]So acceleration is\[a=\frac{d}{tt}=\frac{d}{t^2}\]It's not time squared so much as it's change in velocity per second.
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