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A: This question can be solved using the concept of geometry to solve definite integrals.
Find the component form of the
initial point (3,8,8) terminal point (5,6,10)
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Solved in 2 steps
- A vector starts at point ( -3, 3) and ends at point (-1, -5) what is the vertical component of the vector?What is the terminal point of the vector a = <1, 3> based at P = (2, 2)? Sketch a and the vector a0 based at the origin and equivalent to a.A vector starts at point ( -4, 1) and ends at point (-1, 1) what is the horizontal component of the vector?
- What position vector is equal to the vector from (3, 5, -2) to (0, -6, 3)?A vector with magnitude 10 points in a direction 310 degrees counterclockwise from the positive x axis. Write the vector in component form. Vector = Give each value accurate to at least 1 decimal placeWrite unit vector for AB in component form when point A = ( 0,0) and point B = ( -4, 8 ). Report below your vector written a valid component form. (exact values only) Your attached work must show the arithmetic used to compute this.
- What is the component form of the vector with an initial point of (-2,5) and a terminal point of (7,-3)?The coordinates of the terminal point of the vector with its initial point at (-3, 2) is (a, b). State the value of a + 2b. *Determine the equations of the line (vector, parametric, Cartesian and general) that passes through (−1, 0, 2) with director vector (2, −3, −1)
