4. The special theory of relativity predicts that there is an upper limit to the speed of a particle. It therefore follows that  there is also an upper limit on the following properties of a particle. a. the kinetic energy b. the total energy c. the linear momentum d. more than one of these e. none of these

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4. The special theory of relativity predicts that there is an upper limit to the speed of a particle. It therefore follows that 
there is also an upper limit on the following properties of a particle.
a. the kinetic energy
b. the total energy
c. the linear momentum
d. more than one of these
e. none of these

 

4. The special theory of relativity predicts that there is an upper limit to the speed of a particle. It therefore follows that
there is also an upper limit on the following properties of a particle.
a. the kinetic energy
b. the total energy
C.
the linear momentum
d. more than one of these
e. none of these
Transcribed Image Text:4. The special theory of relativity predicts that there is an upper limit to the speed of a particle. It therefore follows that there is also an upper limit on the following properties of a particle. a. the kinetic energy b. the total energy C. the linear momentum d. more than one of these e. none of these
The special theory of relativity predicts that there is an upper limit to the speed of a particle.
there is also an upper limit on the following properties of a particle.
a. the kinetic energy
The tatol energy of object :t=
John P Schaub
b. the total energy
mis the mass o object v speed of abject, c speed >f lighA
c. the linear momentum
What you've written just asserts your
answer. Show the math to *prove* it.
- m²
more than one of these The kimetic everyy of abjet E =E- Eo =
E 15 the vest energy of the abject
d.
(e none of these
The lineor morentum of the ject is a p:
Thanks!
-と
Dusd linear momentum of the object
Fron, the obore equertiom,
kinetic eneryt,
depers on the 'Maty of the abject.
In special theory of relativity, mass ofthe object is going to indinity. Hense
there is no upper limit for the toted ererg},lcovetie elleryy, and linear momentum f the obiect
Transcribed Image Text:The special theory of relativity predicts that there is an upper limit to the speed of a particle. there is also an upper limit on the following properties of a particle. a. the kinetic energy The tatol energy of object :t= John P Schaub b. the total energy mis the mass o object v speed of abject, c speed >f lighA c. the linear momentum What you've written just asserts your answer. Show the math to *prove* it. - m² more than one of these The kimetic everyy of abjet E =E- Eo = E 15 the vest energy of the abject d. (e none of these The lineor morentum of the ject is a p: Thanks! -と Dusd linear momentum of the object Fron, the obore equertiom, kinetic eneryt, depers on the 'Maty of the abject. In special theory of relativity, mass ofthe object is going to indinity. Hense there is no upper limit for the toted ererg},lcovetie elleryy, and linear momentum f the obiect
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