Find Unit Vector of A with Mag. 9m - Homework Solutions

In summary, the problem involves finding the angles and vector A with a given magnitude of 9m. However, there is not enough information provided to solve the problem without more details such as a diagram or components of the vector. Without this information, it is impossible to determine the direction of the vector in the x, y, and z axes.
  • #1
dtrain121
7
0

Homework Statement


Vector A has a magnitude of 9m. find the angles and the vector A

Homework Equations


u-hat equals the vector u divided by its length
cos alpha=Ax divided by A
cos Beta=Ay divided by A
cos gamma=Az divided by A

The Attempt at a Solution


i do not know where to begin because 9 is the only number given, help please
 
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  • #2
Hi dtrain121, welcome to PF. Is the magnitude all that is given? No diagram, no components? What angles are you supposed to find?
 
  • #3
yes that is all that is given. I am stuck, i do not think you can break it into components, the angles in the x, y, and z axes.
 
  • #4
If you don't have the axes, then you cannot do the problem without more information. A vector has magnitude and direction. If you are just given its magnitude, then you cannot describe its direction.
 
  • #5
it is in all three axes
 
  • #6
dtrain121 said:
it is in all three axes

I don't understand what you mean. What is in all three axes?
 
  • #7
dtrain121 said:

Homework Statement


Vector A has a magnitude of 9m. find the angles and the vector A


Homework Equations


u-hat equals the vector u divided by its length
cos alpha=Ax divided by A
cos Beta=Ay divided by A
cos gamma=Az divided by A


The Attempt at a Solution


i do not know where to begin because 9 is the only number given, help please

As kuruman says, there is not enough information to solve the problem. Can you scan the original question and post it here as an attachment? There must be a diagram that shows a vector arrow or something.
 

FAQ: Find Unit Vector of A with Mag. 9m - Homework Solutions

What is a unit vector?

A unit vector is a vector with a magnitude of 1 and is used to indicate direction in a coordinate system.

How do you find the magnitude of a vector?

The magnitude of a vector can be found using the Pythagorean theorem, which states that the magnitude is equal to the square root of the sum of the squares of its components.

What does it mean to find the unit vector of a vector?

Finding the unit vector of a vector means to find the vector with the same direction as the original vector, but with a magnitude of 1.

Can the unit vector of a vector have a negative magnitude?

No, the magnitude of a unit vector is always positive and equal to 1.

How do you find the unit vector of a vector with a given magnitude?

To find the unit vector of a vector with a given magnitude, you divide each component of the vector by its magnitude. This will result in a vector with the same direction, but with a magnitude of 1.

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