What is the magnitude and direction of resulting force with given values?

In summary, the conversation discusses a problem involving two forces, F1 and F2, and their magnitude and direction. The original calculations for F1 and F2 were incorrect, but the correct values were later determined to be f1=2.04E-7, f2=1.762E-7, with a new magnitude of 2.69E-7 and a new direction of 49 degrees. The conversation ends with a thank you for the assistance.
  • #1
SadPanda6022
33
0
I attached problem.

I got F1 = 2.7x10-8
and F2 = 8.3x10-9

sqrt(f1^2 +f2^2) = 2.818x10^-8

theta was inverse tan of f1/f2. got 72.8

please help :(
 

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  • #2
SadPanda6022 said:
I attached problem.

I got F1 = 2.7x10-8
and F2 = 8.3x10-9

I don't get these forces. Perhaps you should attach you calculations.
sqrt(f1^2 +f2^2) = 2.818x10^-8

theta was inverse tan of f1/f2. got 72.8

please help :(

Re-check your calculations for F1 and F2.
 
  • #3
I think I know what I did...dumb mistake.

Did you get:
f1=2.04E-7
f2=1.762E-7

NEW magnitude= 2.69E-7
NEW theta=49
 
  • #4
and I was using F=G(7.30)(7.30)/(0.132)^2 for F1 and F2 just subbed in 0.427.

Thanks for your help.
 
  • #5
SadPanda6022 said:
I think I know what I did...dumb mistake.

Did you get:
f1=2.04E-7
f2=1.762E-7

NEW magnitude= 2.69E-7
NEW theta=49
F2 is still incorrect.
 
  • #6
Yeah I don't know what I did there. I got it now though. magnitude:2.05E-7 and direction of 85 degrees.

Thank you!
 

1. What is magnitude and direction?

Magnitude and direction is a way of describing a vector quantity in physics. Magnitude refers to the size or magnitude of the vector, while direction refers to the angle or orientation of the vector.

2. How is magnitude and direction different from speed and velocity?

Magnitude and direction are used to describe vector quantities, while speed and velocity are used for scalar quantities. Scalar quantities only have magnitude, while vector quantities have both magnitude and direction.

3. How is magnitude and direction represented mathematically?

Magnitude and direction can be represented mathematically using a vector notation, with the magnitude represented by the length of the arrow and the direction represented by the angle the arrow makes with a reference axis. It can also be represented using components, with the magnitude represented by the square root of the sum of the squared components and the direction represented by the inverse tangent of the components.

4. What are some real-life examples of magnitude and direction?

Magnitude and direction can be seen in many real-life examples, such as the force and direction of a wind, the velocity and direction of a moving car, or the displacement and direction of a person walking from one point to another.

5. How is magnitude and direction used in physics?

Magnitude and direction are used in physics to describe various vector quantities, such as velocity, acceleration, force, and displacement. They are essential for understanding and solving problems related to motion, forces, and other physical phenomena.

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