An object of irregular geometric shape is lowered into a beaker of water. Find the volume of the
shape and the error of measurement.
Lets measure radius of breaker beforehand, suppose it has radius R. Let’s also take measurements of heights of water before and after lowering our object. Suppose heights difference is h, then let’s consider it’s error δh as half of the lowest graduation of your measuring device. Radius measurement error δR is also the lowest graduation of your measuring device. Volume of the shape we get by V=πR2 h And error will be δ=√((δR)2+(δH)2 ) Thus V=πR2 h ± √((δR)2+(δH)2 )
The moment you’ve entered the education system is the moment you start to realize that, although studying is extremely important,…
APPROVED BY CLIENTS
I thoroughly appreciate the quality of work that was completed. All questions were answered correctly, the presentation was clean, and all of my requests were met. It did take a little longer than expected for the expert to complete, but I offered the task in a time frame that may have been a bit of a small window to complete considering. All and all, I am completely satisfied with the services I've received. Thank you for the service. You may have a repeat customer.