Question: Vector Equations Equation c = a + b c = a - b c+a+b= O x - component Cx = ax + bx =

Vector Equations Equation c = a + b c = a -

b c+a+b= O x - component Cx = ax + bx =

Vector Equations Equation c = a + b c = a - b c+a+b= O x - component Cx = ax + bx = 6 Cx = ax - bx = 6 y-component Cy=ay+by = 7 Cy=ay-by=7 calculated Magnitude of c Direction of c 0c 9.2 9.2 Calculated cx = (ax + bx) = 6 Cy= (ay+by)= 79.2 -90 49.4 130.6 2. How would vector c change if you multiplied vector a and b by 2? Change the magnitude and direction of vector c for: a. 2a + 2b, c = b. 2a - 2b, c = c. 2a + 2b + 2c = 0, c = 1. In your own words how would you describe what happens to a vector when you multiply it by a scalar? M

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