make fine adjustments or divide into marked intervals for optimal measuring; "calibrate an instrument"; "graduate a cylinder" or mark (the scale of a measuring instrument) so that it can be read in the desired units; "he calibrated the thermometer for the Celsius scale" 3: measure the caliber of; "calibrate a gun"
make fine adjustments or divide into marked intervals for optimal measuring; "calibrate an instrument"; "graduate a cylinder" or mark (the scale of a measuring instrument) so that it can be read in the desired units; "he calibrated the thermometer for the Celsius scale" 3: measure the caliber of; "calibrate a gun"
I have been confused more than ever.
Thank you for trying though
I will be sending in my revision notes for Physics. Anyone who wishes to take part in revision lessons is more than welcome. I thought it would be nice to remember the AS work so when we return to college, we do actually know what the teacher is talking about. Therefore, A2 will inshAllah be much easier to understand.inshAllah.
Here are the Physics revision notes as promised.inshAllah. (more to come.inshAllah).
Speed and Velocity Graphs- Constant Motion
First, we must understand the concept of vector and scalar quantities.
• Scalars are quantities which are fully described by a magnitude alone.
• Vectors are quantities which are fully described by both a magnitude and a direction
Now that you understand the difference between vectors and scalars, we will have a look at two important examples of these, namely speed and velocity, in more detail.
Speed and Distance
The definition of speed is:
Speed = Distance / Time
Speed is measured in meters per second (ms-1)
Because =
Distance is always measured in Meters
Time is always measured in seconds
The best way to imagine a situation, in which several physical quantities are changing, is by drawing a graph. To picture the behaviour of the speed of an object, we plot the distance (from the top of the equation for speed) on the vertical axis and the time (from the bottom of the equation for speed) on the horizontal axis.
Here, the total distance travelled ( y) divided by the time taken ( x) is the gradient of the slope. This is also equal to the average speed of the object - remembering that
Speed = Distance / Time
In this case, the speed is constant as the slope of the distance-time graph is constant.By re-arranging the equation we can plot slopes of either distance, or time, on a graph to find their values. For example, we can see how to find the distance from a speed-time graph by rearranging to get:
Distance = Speed x Time
Last edited by Ameeratul Layl; 08-02-2006 at 07:42 PM.
Displacement is a vector quantity that describes a distance moved, in a particular direction. The change in an object's displacement with time is called velocity:
Velocity = Displacement / Time
( To be continued.inshAllah. If you wish to continue with producing notes for this topic. Then feel free to do so.inshAllah).
I think it would be better if I did not post the whole of the AS Syllabus in this thread, rather, we discuss something that we find difficult. I believe this will be better.inshAllah.
So, does anyone find anything difficult?
Can someone simplify the 'vectors' topic? I'm finding it a little difficult to understand. I know trig and pythag is used, but the questions seem so much more difficult. I admit, I have forgotten the topic.
salams sis.. just noticed ur question ... wouldn't
Conductivity = 1 - Resistivity?
I havn't seen a formula for conductivity as such, but i'm pretty sure that's how they're related...
as for vectors, maybe u could giv us a few questions u hav trouble with n we might b able 2help? vectors is a bigggggg topic.
tc salams
JazakAllah lolwatever.But, can we start off with something else as this is expected to help me in vectors.
if: 1mm = 1 x 10 (to the -3)m
Do you know the rest of thesethingys. Sorry, I have forgotten the term used for them.
I had a sheet with all the...thats it-converstions and I have lost it. We have to convert alot in Physics and was wondering if anyone could help. I only remember 1 conversion (as shown above).
Hey there! Looks like you're enjoying the discussion, but you're not signed up for an account.
When you create an account, we remember exactly what you've read, so you always come right back where you left off. You also get notifications, here and via email, whenever new posts are made. And you can like posts and share your thoughts.
Sign Up
Bookmarks