Calculating Magnitude of Vector: Solving for A & Theta

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To calculate the magnitude of a vector, the formula Ax = A cos(θ) can be used, where Ax is the x-component of the vector. To solve for A, rearrange the formula to A = Ax / cos(θ). For finding the angle θ, the inverse cosine function can be applied: θ = cos⁻¹(Ax / A). The discussion emphasizes that understanding the relationship between the components and the angle is key to solving these vector problems. Proper application of trigonometric functions is essential for accurate calculations.
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1.I only need to know how to get magnitude out of a vector



2. Suchs as 25m = a cos (60 degrees)


3. I tried 25m/cos/60degrees but it don't seem right

please assist I know it isn't a real problem it's just the step that I need help. If you could write it in fomula form AX=A cos (theta) solving for "A". And if you can show me how to solve for "theta" as well please.
 
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magnitude is simply the length of the vector. if you are using cos then it sounds like what you really need is the x or y component.
 
I see that I may have been unclear Ax is the x component. I have Ax and I hav ethe angle theta what I do no thave is the magnitude.
 
Ax is written A(sub)x(/sub) except that you use brackets.
 
what do you mean solve for A? that's trivial. A*cos(theta) is no different from A*B.

theta is a little harder. give me a minute.
 
Thanksyou
I have Ax = A cos \Theta
where I know Ax and \Theta
how do I find A
 
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