Calculate the theoretical acceleration of the lightest spherical object using Newton's second law. Then compare this to the averages when the distance relative to the ramp was 10, 20, and 30 cm using percent error calculations. (Include a free body diagram of the set-up in your solution) SPEHRICAL OBECT 1 MASS (kg)0.00271SPEHRICAL OBECT 2 MASS (kg)0.025SPEHRICAL OBECT 3 MASS (kg)0.134SET-UP 1 AND 2 (LIGHTEST MASS AT DIFFERENT LENGTHS WITH CATCHERS 1 AND 2)Time from top to end of ramp andcorresponding accelerationsTrials for 10 cmback DistanceTrials for 20 cmCatcher 1 Knock-Trials for 30 cm rampCatcher 1 Knock-Configurations10 cm ramp distanceTime 1Time 2Time 3Ave.ramp distance(cm)ramp distanceback Distance (cm)distanceback Distance (cm)0.280.30.2811.523Calculated Acceleration2.5512.22222.5512.4414222.522.520 cm ramp distance0.40.410.48313232.5Calculated Acceleration2.52.37951.73612.2052Ave.1.17Ave.2.17Ave.2.6730 cm ramp distance0.50.510.45Calculated Acceleration2.42.30682.96296 2.55659Trials for 10 cmback DistanceTrials for 20 cmCatcher 2 Knock-Trials for 30 cm rampCatcher 2 Knock-ramp distance(cm)ramp distanceback Distance (cm)distanceback Distance (cm)orce calculation 10 cm ramp distand 0.006616orce calculation 20 cm ramp distand 0.005976orce calculation 30 cm ramp distand 0.00692810.51.522121.5330.831.5AveAve.0.77Ave.1.5SET-UP 3 & 4 (2 OTHER SPHERICAL OBJECTS WITH CATCHER 1 AT 10 CM)SHPERICALSHPERICAL OBJECTOBJECT NO.NO.3Trials for 10 cmback DistanceTrials for 10 cmCatcher 1 Knock-ramp distance(cm)ramp distanceback Distance (cm)3.332423.54.334.5Ave.3.87Ave.3.67

Name: Calculate the theoretical acceleration of the lightest spherical objec
Uploaded: 2024-03-20T06:56:46.000Z
Channel: Bartleby
Description: Calculate the theoretical acceleration of the lightest spherical object using Newton's second law. Then compare this to the averages when the distance relative to the ramp was 10, 20, and 30 cm using percent error calculations. (Include a free body d