Find x and y components of a vector
This short tutorial shows how to find the x and y components of a vector.
This short tutorial shows how to find the x and y components of a vector.
The x component of the vector = \(V_x\) = VCosθ = 12.Cos45º = 12.(1/√2) = 6√2. The y component of the vector = \(V_y\) = VSinθ = 12.Sin45º = 12.(1/√2) = 6√2. Therefore, the x component and the y components of the vector are both equal
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And then, the second component is going to be our change in Y. And to think about that, let's just think about what our starting and final points are, our initial and our terminal point are. So, this point right over here, point A, its coordinates are (4,4). And then point B, its coordinates
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sin (50°) = opposite/hypotenuse = y-component/8. cos (50°) = adjacent/hypotenuse = x-component/8. Rearranging these (solving for the y-component and
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