Objects moving near the speed of light exhibit an increase in their inertial mass that goes as the square root of 1/(1-v2/c2). The rest mass of the combination of uud quarks divided by (1-v2/c2) must equal the rest mass of the proton. The deficiency in mass of the quark must be made by their motion inside of what we call the proton. How fast are they going? Group of answer choices: - if the proton is at rest the quarks are too big to move - the speed of light - 99.98 percent of the speed of light - 100 times the speed of light
Objects moving near the speed of light exhibit an increase in their inertial mass that goes as the square root of 1/(1-v2/c2). The rest mass of the combination of uud quarks divided by (1-v2/c2) must equal the rest mass of the proton. The deficiency in mass of the quark must be made by their motion inside of what we call the proton. How fast are they going? Group of answer choices: - if the proton is at rest the quarks are too big to move - the speed of light - 99.98 percent of the speed of light - 100 times the speed of light
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29) Objects moving near the speed of light exhibit an increase in their inertial mass that goes as the square root of 1/(1-v2/c2). The rest mass of the combination of uud quarks divided by (1-v2/c2) must equal the rest mass of the proton. The deficiency in mass of the quark must be made by their motion inside of what we call the proton. How fast are they going?
Group of answer choices:
- if the proton is at rest the quarks are too big to move
- the speed of light
- 99.98 percent of the speed of light
- 100 times the speed of light
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