Question

find the component of the angle 60degree​

Answer 1

Step-by-step explanation:

Picture the vector as a right angled triangle. We know that our angle is 60 degrees, the adjacent side (x-component) is our unknown value, and lets say the overall vector (the hypotenuse) has a magnitude of A. To find the unknown we can use SohCahToa. The hypotenuse multiplied by Cos(theta) = the adjacent side, therefore A x Cos(60) = the x-component. Since Cos(60) = 1/2 the answer is A x 1/2 = A/2

Answer 2

Answer:

Picture the vector as a right angled triangle. We know that our angle is 60 degrees, the adjacent side (x-component) is our unknown value, and lets say the overall vector (the hypotenuse) has a magnitude of A. To find the unknown we can use SohCahToa. The hypotenuse multiplied by Cos(theta) = the adjacent side, therefore A x Cos(60) = the x-component. Since Cos(60) = 1/2 the answer is A x 1/2 = A/2