Which Lists Them From Least To Most Acceleration? Max Finley Xander Max Xander Finley Xander Finley Max Finley Xander Max

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Which Lists Them From Least To Most Acceleration? Max Finley Xander Max Xander Finley Xander Finley Max Finley Xander Max. This corresponds to option d: Using the equation vf = vi + at, where vf is the final velocity, vi is the initial velocity, a is the acceleration, and t is the time, we can.

How To Find Max Acceleration
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Option a suggests max has the least acceleration, followed by finley and then xander. To determine the order of the three individuals from least to most acceleration, we can use the equation for acceleration: This implies that the force acting on max is the smallest, leading to the least acceleration.

This Implies That The Force Acting On Max Is The Smallest, Leading To The Least Acceleration.


Finley → xander → max. Max → finley → xander Therefore, the object with the least mass or the most force will have the highest acceleration.

Max Was Traveling At A Final Velocity Of 7.3 M/S For 1.2.


To determine the order of acceleration from least to most for xander, finley, and max, we will calculate the acceleration for each individual using the formula: In this case, the correct order from least to most acceleration is: Max was traveling at a final velocity of 7.3 m/s for 1.2.

To Determine The Order Of The Three Individuals From Least To Most Acceleration, We Can Use The Equation For Acceleration:


To find the acceleration for each person, we use the formula for acceleration, which is final velocity divided by time, since they all start from rest. Option a suggests max has the least acceleration, followed by finley and then xander. $$a_f \approx 0.86 \, \text {m/s}^ {2}$$af ≈ 0.86m/s2 max:

Using The Equation Vf = Vi + At, Where Vf Is The Final Velocity, Vi Is The Initial Velocity, A Is The Acceleration, And T Is The Time, We Can.


Finley was traveling at a final velocity of 3.6 m/s for 4.2 seconds. Xander was traveling at a final velocity of 4.5 m/s for 3.5 seconds. So, the order from least to most acceleration is:

This Corresponds To Option D:


For example, if a car reaches 60 m/s in 5. $$a_m \approx 6.08 \, \text {m/s}^ {2}$$am ≈ 6.08m/s2 order the accelerations from least to most finley: Xander was traveling at a final velocity of 4.5 m/s for 3.5 seconds.

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