Also, what is your question? What do you want to know?

In summary, the magnitude of the electric field intensity at a point in the field where an electron experiences a 1.0 Newton force can be calculated using the equation F = q*E, where F represents the force experienced by the electron, q is the charge of the electron, and E is the electric field intensity. To solve for E, we can rearrange the equation to E = F/q. Plugging in the given values of F = 1.0 Newton and q = 1.602*10^-19 Coulombs, we get E = 1.0 Newton / 1.602*10^-19 Coulombs = 6.24*10^18 Newtons/Coulomb. Therefore, the
  • #1
stephanieC
1
0

Homework Statement


what is the magnitude of the electric field intensity at a pont in the field where an electron expeeriences a 1.0 Newton force?


Homework Equations



F = q*E

The Attempt at a Solution


1.602*10λ-19 * 1.0
1.602*10λ-19
 
Physics news on Phys.org
  • #2
Hi stephanieC, Welcome to Physics Forums.
stephanieC said:

Homework Statement


what is the magnitude of the electric field intensity at a pont in the field where an electron expeeriences a 1.0 Newton force?


Homework Equations



F = q*E

The Attempt at a Solution


1.602*10λ-19 * 1.0
1.602*10λ-19
Can you identify what the variables represent in your Relevant Equation? Which ones are associated with the "givens" in your problem statement? Which one do you want to solve for? Be sure to include the units associated with the values.

[Try using the X2 icon in the edit panel to create superscripts (exponents)]
 

FAQ: Also, what is your question? What do you want to know?

What is calculation magnitude?

Calculation magnitude refers to the size or quantity of a calculation, often measured in terms of the number of operations or steps required to complete the calculation.

2. How is calculation magnitude calculated?

Calculation magnitude can be calculated by determining the number of operations or steps required to complete a calculation, such as addition, subtraction, multiplication, or division.

3. Why is calculation magnitude important?

Calculation magnitude is important because it can impact the efficiency and accuracy of a calculation. By understanding the magnitude of a calculation, scientists can determine the most efficient methods for solving complex equations or problems.

4. How does calculation magnitude differ from computational complexity?

Calculation magnitude and computational complexity are related concepts, but they are not the same. While calculation magnitude measures the size or quantity of a calculation, computational complexity measures the amount of time and resources required to solve a problem using a specific algorithm or method.

5. Can calculation magnitude be reduced?

Yes, calculation magnitude can be reduced by using more efficient algorithms, simplifying equations, or breaking down complex problems into smaller, more manageable parts. This can help save time and resources when performing calculations.

Similar threads

Back
Top