Calculations - Show 1 sample for each type of calculation. Show ALL your work (5 Steps!) 1) Using the hanging mass and the acceleration due to gravity as 9.81m/s², calculate the Force acting on the car. Given Unknown Substitution Equation W=mg Solution 2) Using the length of the car's wing and the time at A, calculate the velocity at A. Given Solution Equation Length of wing VA = Unknown Substitution time at A 3) Using the length of the car's wing and the time at B, calculate the velocity at B Given Substitution Solution Equation Length of wing VB = Unknown time at B 4) Using the velocities calculated in 2&3 and the time from A to B, calculate the acceleration of the car. Equation (VB-vA) Unknown Substitution Solution Given a= Time A to B

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Please answer question 1, 2 and 3 I’m having trouble
Calculations – Show 1 sample for each type of calculation. Show ALL your work (5 Steps!)
1) Using the hanging mass and the acceleration due to gravity as 9.81m/s², calculate the Force acting on the car.
Given
Unknown
Equation
W=mg
Substitution
Solution
2) Using the length of the car's wing and the time at A, calculate the velocity at A.
Given
Solution
Equation
Length of wing
Unknown
Substitution
VA =
time at A
3) Using the length of the car's wing and the time at B, calculate the velocity at B
Equation
Given
Unknown
Substitution
Solution
Length of wing
VR =
time at B
4) Using the velocities calculated in 2&3 and the time from A to B, calculate the acceleration of the car.
Equation
(VB-v4)
Given
Unknown
Substitution
Solution
a=
Time A to B
Transcribed Image Text:Calculations – Show 1 sample for each type of calculation. Show ALL your work (5 Steps!) 1) Using the hanging mass and the acceleration due to gravity as 9.81m/s², calculate the Force acting on the car. Given Unknown Equation W=mg Substitution Solution 2) Using the length of the car's wing and the time at A, calculate the velocity at A. Given Solution Equation Length of wing Unknown Substitution VA = time at A 3) Using the length of the car's wing and the time at B, calculate the velocity at B Equation Given Unknown Substitution Solution Length of wing VR = time at B 4) Using the velocities calculated in 2&3 and the time from A to B, calculate the acceleration of the car. Equation (VB-v4) Given Unknown Substitution Solution a= Time A to B
Mass of the car = _0.3355kg
Car Number_17_ Length of car's wing = 0.050m
Hanging mass
(kg)
Time at A
Time at B
Time from A to B
(s)
(s)
.0529
.0370
(s)
.7422
0.050
.1422
0.100
.1005
.5190
0.150
.0828
.0311
.4324
0.200
.0747
.0277
.3869
0.250
.0686
.0256
.3565
0.300
.0647
.0243
.3371
0.350
.0618
.0231
.3274
0.400
.0598
.0223
.3119
0.450
.0593
.0217
.3112
0.500
.0560
.0214
.2960
Transcribed Image Text:Mass of the car = _0.3355kg Car Number_17_ Length of car's wing = 0.050m Hanging mass (kg) Time at A Time at B Time from A to B (s) (s) .0529 .0370 (s) .7422 0.050 .1422 0.100 .1005 .5190 0.150 .0828 .0311 .4324 0.200 .0747 .0277 .3869 0.250 .0686 .0256 .3565 0.300 .0647 .0243 .3371 0.350 .0618 .0231 .3274 0.400 .0598 .0223 .3119 0.450 .0593 .0217 .3112 0.500 .0560 .0214 .2960
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