Vectors a and b have different magnitudes and directions. Which of the following vector operations does not result in a vector?
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Q: Express the vector in terms of components i and j.
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- What are the components of the following Vector? D = 30.0 km @ 70.0 degrees below +x-axisMargaret walks into the store using the following path: 0.870 mi west, 0.330 mi north, 0.140 mi east. Assume north be along the positive y axis and west be along the negative x axis. What is the magnitude of her total displacement? In what direction is the displacement vector? Enter the answer as an angle north of west.Two vectors, 7 and 7, are equal: 7 = 7. Which of the following statements are true? (Select all that apply.) The z component of must be equal to the z. component of 7. O The directions of 7 and さ may be different. may be different. must be equal to the y component of 7. The magnitudes of and The y component of The x component of O The unit vector must be equal to the unit vector c. must be equal to the x component of c.
- A vector component is always larger than the magnitude of the vector. True FalseLet vector E = (4 i + 4 j) and vector F = (3 i - 9 j). Find the magnitude of E + F. Find the magnitude of -E - 2FIdentify which of the following vectors are perpendicular to C. Vector C 60° 45° 60 20° 60° 60° 30° 40° 30° 30°
- The two vectors A and B have the same magnitude are shown in the figure. In which case (or cases) vector A is not equal to vector B?Explain why a vector cannot have a component greater than its own magnitude.Given three vectors A = 24i + 33j, B = 55i - 12j and C = 2i + 43j (a) Find the magnitude of each vector