What are the two possibilities for its x component problem?

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In summary, the given vector has a magnitude of 85.0 units and a y component of -40.0 units. The two possibilities for its x component are 93.9 and -93.9. Assuming the x component is known to be positive, the vector that can be added to the original one to give a resultant vector with a magnitude of 85.0 units and pointing in the -x direction is 75\vec{i} - 75\vec{j}.
  • #1
mathcrzy
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You are given a vector in the xy plane that has a magnitude of 85.0 units and a y component of -40.0 units.
(a) What are the two possibilities for its x component?
____
____
(b) Assuming the x component is known to be positive, specify the vector which, if you add it to the original one would give a resultant vector that is 85.0 units long and points entirely in the -x direction.
Magnitude
____
Direction
____°
 
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  • #2
A. Start by using your Magnitude Formula (pythagorean theorem) and look x value (you will get 2 as its a square root).
 
  • #3
93.9 and -93.9?
 
  • #4
mathcrzy said:
93.9 and -93.9?

careful. (x-component)^2 + (y-component)^2 = magnitude^2.
 
  • #5
thanks. i got it 75 and -75. now what is the second part of the question asking? would it be -85?
 
  • #6
mathcrzy said:
thanks. i got it 75 and -75. now what is the second part of the question asking? would it be -85?

No. Just use vector algebra. What is the original vector? what is the resultant vector? write them in the form [tex]x\vec{i} + y\vec{j}[/tex].
 

1. What are the two possibilities for the x component problem?

The two possibilities for the x component problem are that it could either have a positive or negative value.

2. How do you determine the x component of a problem?

The x component of a problem can be determined by breaking down the problem into its individual components and identifying the x-axis direction in which the problem is occurring.

3. Can there be more than two possibilities for the x component in a problem?

No, there can only be two possibilities for the x component in a problem - positive or negative.

4. How does the x component affect the overall problem?

The x component plays a crucial role in determining the direction and magnitude of the problem. It can significantly affect the outcome and solution of the overall problem.

5. Is the x component the only important factor in a problem?

No, while the x component is an important factor, it is not the only one. Other factors such as the y component and external forces can also play a significant role in a problem.

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