Find Average Velocity of X & Y Components

AI Thread Summary
To find the average velocity components for the given coordinates, the x-component is calculated as (5.5 m - 1.2 m) / 3.1 s, resulting in approximately 1.38 m/s. The y-component is determined using (-0.60 m - 3.9 m) / 3.1 s, yielding about -1.51 m/s. The direction of the average velocity is below the x-axis, and the angle is calculated using arctan of the y-component over the x-component. A common error noted was using radians instead of degrees for the angle measurement, which led to confusion in the final answer. Ensuring the calculator is set to degrees is crucial for accurate results.
Heat
Messages
272
Reaction score
0

Homework Statement



A http://www.maniacworld.com/squirrel-obstacle-course.html has x- and y-coordinates ( 1.2 m, 3.9 m) at time t1=0 and coordinates ( 5.5 m, -0.60 m) at time t2 = 3.1 s.

For this time interval, find the x & y component of the average velocity.
Express your answer using two significant figures.





The Attempt at a Solution



This is what I did
First I drew how I would imagine it would look like.

Then I decided xf-xi / tf-ti = vax

-.60 - 1.2 /3.1 = -1.8/3.1 = -.580
 
Physics news on Phys.org
Heat said:

Homework Statement



A http://www.maniacworld.com/squirrel-obstacle-course.html has x- and y-coordinates ( 1.2 m, 3.9 m) at time t1=0 and coordinates ( 5.5 m, -0.60 m) at time t2 = 3.1 s.

For this time interval, find the x & y component of the average velocity.
Express your answer using two significant figures.





The Attempt at a Solution



This is what I did
First I drew how I would imagine it would look like.

Then I decided xf-xi / tf-ti = vax

-.60 - 1.2 /3.1 = -1.8/3.1 = -.580

but -0.60 is y2, not x2...
 
ok

my mistake (obviously) :P

5.5 - 1.2 /3.1 = 4.3/3.1 = 1.38
 
Yeah, that looks right. Do the same for vy. The question asks for 2 significant figures though...
 
Ok I did the other questions regarding this crazy squirrel,

but this question got me

Find the direction of the average velocity. below the x axis.

I graphed it.

x com = 1.4
y com = -1.5

arc tan of (-1.5/1.4) = -.82

why is this wrong.?
 
Is that in radians? Does the question ask for degrees or radians?

Although the first parts asked for the answer in 2 significant figures... you should keep more decimal places for the next calculations...

ie: use arctan( -1.4516/1.387)
 
since it still says use two sigs

I did what you mentioned above and I got

-.8081519332

so I rounded to

-.81

still wrong.

and yes in degrees
 
Heat said:
since it still says use two sigs

I did what you mentioned above and I got

-.8081519332

so I rounded to

-.81

still wrong.

and yes in degrees

But -0.81 is in the answer in radians... do you have the calculator set up for degrees? What is the anwer in degrees?
 
haha, I guess that is what I get for using my graphing calc, I forgot the last time I used it I set it up for radians. Thank you for your explation. :)
 
Back
Top