# Vector Addition by Rectangular Components MCQs Test Online PDF Download

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Learn vector and equilibrium practice test MCQs: vector's x-components are represented by formula of, for free online courses with options a_{x} + b_{x}, a_{x} + b_{y}, a_{x} - b_{x}, a_{x} - b_{y} for quick online bachelor degree programs. Free skills assessment test is for online e-learning vector addition by rectangular components quiz questions for competitive assessment in physics major. Vector Addition by Rectangular Components Video

## MCQ on Vector Addition by Rectangular ComponentsQuiz PDF Download

MCQ: Direction of resultant of two vectors is given by

- cos
^{-1}(A_{y}+ B_{y}/A_{x}+ B_{x}) - cos
^{-1}(A_{x}+ B_{y}/A_{y}+ B_{x}) - tan
^{-1}(A_{y}+ B_{y}/A_{x}+ B_{x}) - tan
^{-1}(A_{y}- B_{y}/A_{x}- B_{x})

C

MCQ: Vector's x-components are represented by formula of

- A
_{x}+ B_{x} - A
_{x}+ B_{y} - A
_{x}- B_{x} - A
_{x}- B_{y}

A

MCQ: Y-components of vectors are represented by formula of

- A
_{y}+ B_{y} - A
_{y}- B_{y} - A
_{y}+ B_{x} - A
_{y}- B_{x}

A

MCQ: X-components of vectors are represented by the

- subtraction of x-components
- subtraction of y-components
- sum of x-components
- sum of y-components

C

MCQ: Resultant magnitude of two vectors is given by formula

- √((A
_{x}+ B_{x})² + (A_{y}+ B_{y})²) - √((Ax + By) + (Ay + Bx))
- √((Ax + Bx)-(Ay + By))
- √((Ax-Bx) + (Ay-By))

A