Hey I was wondering if someone could explain this for me: If the ball makes two complete revolutions per second, then the ball travels in a complete circle in a time interval equal to 0.500 s... I like to know how you go about solving this. where does the .500s come from?
So basically whats happening is that the ball is completing 2 revolutions or full circles in one second. So, in a real life situation it could be a fan blade turns a full 360 degrees twice in one second. The .500 s comes from when you want to know how long it takes for it to complete one revolution (or full circle). So if it can go around twice in a second, divide the time by two to find out the time it takes to go around once : .500s. I hope this makes sense.
yes but im still a bit confuse bout calcuations..
The problem stated: the ball make 2.00 rev/s how would you go about doing this?
I will check back but ill give you best response medal
Your problem states the frequency of the motion, and you are asked the period. What is the relationship between period and frequency?
The relationship between period and frequency is that period is and object revolving in a CiRC|e is the time required for one complete Rev. frequency is # of rev per second
What you have written are definitions of period on one hand and frequency on the other. It is not a relationship between them.
oh so can you explain to me please
If you make 10 revs in one second, how long does it take for 1 rev?
im not sure that's what im trying to understand
Will it take more time, or less time?
less I believe
By how many times?
1/10?
I'm going to refer back to the original problem ok? For the actual calculations you can make a ratio and then cross multiply.|dw:1361404827509:dw| Now cross multiply this so solve for the question mark. You should get .500 sec.
Oh I see thanks again
It's beautifully simple. The number of revolutions/cycles per second is defined by a hert, which is the unit of frequency, hertz (Hz) So for this case, two revolutions per second is 2Hz. The relationship between the time period and frequency is: 1/f = T or 1/T = f basically they're the inverse of each other. 2 revolutions per second, so the time it will take for one revolution would be the 1 second divided by the number of revolutions, i.e 1/2 which is 0.5.
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