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A neutron consists of one 鈥渦p鈥 quark of charge +2e/3and two 鈥渄own鈥 quarks each having chargee/3. If we assume that the down quarks are2.61015mapart inside the neutron, what is the magnitude of the electrostatic force between them?

Short Answer

Expert verified

The magnitude of electrostatic force between them is3.8N

Step by step solution

01

The given data

  1. A neutron consists of one 鈥渦p鈥 quark of charge+2e/3 and two 鈥渄own鈥 quarks of chargee/3
  2. Distance between the two down quarks,d=2.61015m
02

Understanding the concept of Coulomb’s law

Using the concept of Coulomb's law, we can find the magnitude of the required force between the particles. Now, equating this net force to zero, we can get the value of the charge.

Formula:

The magnitude of the electrostatic force between any two particles, F=kq1q2r2(i)

03

Calculation of the magnitude of the force

The electrostatic force between the two down quarks using equation (i) and the given data is given as:

F=k(e/3)2r2=(9.00109Nm2/C2)(1.601019C)29(2.61015m)2=3.8N

Hence, the value of the force is 3.8N

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