Question

In meters, what is the radius of curvature r of the path taken by the alpha particle?

Answer 1

The radius of curvature
`\( r \)` of the path taken by the alpha particle is [insert the calculated value] meters.

Step-by-step explanation:

To determine the radius of curvature \( r \) for the path of an alpha particle, we need relevant information such as the momentum, charge, and magnetic field strength. The formula to calculate the radius of curvature for a charged particle moving in a magnetic field is given by:

`\[ r = (p)/(qB) \]`

where
`\( p \)` is the momentum of the particle,
`\( q \)` is its charge, and
`\( B \)` is the magnetic field strength.

If the values for
`\( p \), \( q \)` , and
`\( B \`) are provided, we can substitute them into the formula to find
`\( r \).` Ensure that the units are consistent, and perform the calculation.

Present the final answer clearly, stating the value of
`\( r \)` in meters.

Ensure clarity in the response and express the result with the appropriate units.