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Vector Magnitude and Direction Worksheet  Form

Vector Magnitude and Direction Worksheet Form

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Instructions and help about Vector Magnitude And Direction Worksheet

we spend a lot of time showing you guys that directional angle remember the linear combination of v equals cosine of theta times i plus sine of theta times j i did that whole explanation to really figure out that the tangent of theta equals b over a right it's minus thank you all right so first of all let's just go back to the magnitude it says what is first the magnitude of v well the magnitude of v remember is v 1 squared plus v 2 squared now remember when something's written in linear and linear combination this is the same thing as v equals v 1 i plus v2i or v2j so therefore if i say what's my v1 and my v2 my v1 is the coefficient 6 and my v2 is my coefficient of j which is negative 6. so therefore i'm going to have square roots of 6 squared plus negative 6 squared all right you're not putting the i's and the j's in there it's only the coefficients it's v1 times i plus v2 times j therefore i'm going to get the square root of 72 right and then i need to see how can i simplify that a

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