Question

transform the position x= (3m , (\pi )/(4) radians , 096m) from cylindrical (r , , z) coordinates to cartesian (x , y , z) coordinates, including units. write all three components of x in units of meters.

Name: transform the position x 3m pi 4 radians 096m from cylindrical r z coordinates to cartesian x y z coordinates including units write all three components of x in units of meters 77421
Uploaded: 2020-09-13T19:40:53-08:00
Duration: 3 min 38 s
Channel: Patrick Vaughn
Description: transform the position x 3m pi 4 radians 096m from cylindrical r z coordinates to cartesian x y z coordinates including units write all three components of x in units of meters 77421

          transform the position x= (3m , (\pi )/(4) radians , 096m) from cylindrical (r , , z) coordinates to cartesian (x , y , z) coordinates, including units. write all three components of x in units of meters.

Added by Derrick W.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Patrick Vaughn

09/13/2020

Step 1

96 \, \text{m})\), we can identify: - \(r = 3 \, \text{m}\) - \(\theta = \frac{\pi}{4} \, \text{radians}\) - \(z = 0.96 \, \text{m}\) Now, let's proceed with the transformation step by step. Show more…

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transform the position x= (3m , (\pi )/(4) radians , 096m) from cylindrical (r , , z) coordinates to cartesian (x , y , z) coordinates, including units. write all three components of x in units of meters.