Question.3745 - Lab 4 Spring MotionYou can find the simulation for this lab at: https://phet.colorado.edu/en/simulation/hookes-lawLinks to an external site.Lab 4 Spring Motion.docx
Answer Below:
Go xx the xxxxxxxxxx of xxxxxxxx Boulder xxxxxxx and xxxxxx the xxxxxx and xxxxxx simulation xxxxx phet xxxxxxxx edu xx simulation xxxxxxxxxx You xxx activate xx right xx the xxxxxx by xxxxxxxx on xx You xxx also xxxxxxxx to xxxx computer xx you xxxx Start xx the xxxxxxxxxxxx tab xxx will xxxxxxx a xxxx that xxx push xxx pull x spring xxx the xxxxxx constant xx N x Test xxx the xxxxx applied xxxxx What xxxxxxx when xxx apply x force xx the xxxx How xxxxx to xxx right xx both xxx sides xxxx or xxxxx when xxxxxxxx a xxxxx to xxxxx the xxxx pushing xxxx compresses xxx spring xxxxx pushing xxxxx extends xx according xx Hooke's xxx principles xxx there xx negligible xxxxxxxxxx on xxxx the xxxxx Check xxx applied xxxxx and xxxxxx force xxxxx Apply x positive xxxxx to xxx spring xxxx directions xx the xxxxxxx force xxx spring xxxxx point xxxx if xxx apply x negative xxxxx When xxxxxxxx a xxxxxxxx force xxx applied xxxxx and xxxxxx force xxxxx in xxxxxxxx directions xxxxxxx force xx the xxxxxxxxx of xxxxxxxxxxx or xxxxxxxxx and xxx spring xxxxx opposing xx For x negative xxxxx the xxxxxxxxxx are xxxxxxxx as xxxx in xxx image xxxxx the xxxxxx box xxx does xxx spring xxxxx compare xx the xxxxxxx force xxxx that xxxxxxxxxx ever xxxxxx Spring xxxxx is xxxxxx equal xx magnitude xxx opposite xx direction xx the xxxxxxx force xxxxxxxxx Hooke's xxx F xxx as xxxx in xxx image xxxx sides xxxxxxxxxx N xxxxx the xxxxxxxxxxxx and xxxxxxxxxxx position xxxxx Then xxxxxx the xxxxxxx with xxx springs xxxx should xxx a xxxxxx spring xxxxxx below xxx one xxxxx been xxxxxxx with xxxx the xxx spring xx a xxxxxx constant xx N x and xxxx the xxxxx one x m xxxx visually xxxxxxx to xxx spring xxx second xxxxxx with x higher xxxxxx constant x m xxxxxxxxxx less x displacement xxxxxxxx compared xx the xxxxx spring xxxx N x m xxxxxxxxxxxx On xxxx springs xxxxx a xxxxx of x What xxxxxxxxx do xxx springs xx How xxxx times xxxxxxx does xxx top xxxxxx move xxxxxxxx to xxx bottom xxxxx numbers xxxxxxx why xxxx answer xx happens xxxxxxx why xxx top xxxx that xxxx farther xxxx Consider xxx distance xxxxxxx to xxxxxx in xxxxxx Law xxxxxxxx does xxxxxxxx else xxxx that xxxx ratio xxxxxxx top xxxxxx at xxxxxxxx N x and xxxxxx at xxxxxx constant x m xxxxx Hookes xxx F x x x being xxxxxxxxxxxx k xxxxxxxx Top xxxxxx N x m x x x Similarly xxx bottom xxxxxx x x ratio xx movement x m xx you xxxxx N xx both xxxxxxx does xxxx ratio xxxxxxx spring xxxxxxxx change xxxxx remains xxx same xxxxxxx Hookes xxx still xxxxx and xxxxxxxxxxxx is xxxxxxxx proportional xx the xxxxx Now xxxx switch xxxxx and xx to xxx Energy xxx at xxx bottom xxxx sure xxx bar xxxxx is xxxxxxxx and xxxx select xxx values xxx Set xxx spring xxxxxxxx to x m xxxx the xxxxxxxxxxxx in xxx positive xxxxxxxxx to xxx right xxxx happens xx the xxxxxx the xxxxxxxxx energy xxxxxxxxx due xx the xxxxxxxx displacement xx seen xx the xxx graph xxxx the xxxxxxxxxxxx in xxx negative xxxxxxxxx compressing xxx spring xxxx happens xx the xxxxxx Is xx negative xxx or xxx not xxxx Consider xxx spring xxxxxx equation xx whether xx can xx negative xxxxxxxxx the xxxxxxxxx energy xxx it xx never xxxxxxxx since xxxxxxxxx energy x kx xx always xxxxxxxx Change xxx dispatchment xx m xxxxxxxx the xxxxxx constant xx N x Even xx the xxxxxxxx isnt xxxxxxxx how xxxx energy xxxxxx If xxx extend x spring xxx release xx what xxxxxxx to xxx potential xxxxxx Do xxx think xx transforms xxxx anything xxx stored xxxxxxxxx energy xx converted xxxx kinetic xxxxxxMore Articles From Science
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