Question #309939

Given: 𝐴 = 100π‘š, 30Β°π‘π‘œπ‘“πΈ; 𝐡⃑ = 80π‘š, 30Β°π‘Šπ‘œπ‘“π‘and𝐢 = 40π‘š, 55Β°π‘†π‘œπ‘“π‘Š

a. Plot the given vectors in the coordinate plane.

b. Calculate the components of vectors A, B and C. 

c. Write each vector in terms of the unit vectors.

d. Determine the resultant vector.

e. 𝐴 βˆ’ 2𝐡⃑ + 𝐢 f. 𝐢 + 𝐴 βˆ’ 𝐡⃑


1
Expert's answer
2022-03-13T18:48:21-0400

A⃗=86.6i⃗+50j⃗,\vec A=86.6\vec i+50\vec j,

Bβƒ—=βˆ’40iβƒ—+69.3jβƒ—,\vec B=-40\vec i+69.3\vec j,

Cβƒ—=βˆ’22.9iβƒ—βˆ’32.8jβƒ—.\vec C=-22.9\vec i-32.8\vec j.

Aβƒ—βˆ’2Bβƒ—+Cβƒ—=143.7iβƒ—βˆ’121.4jβƒ—,\vec A-2\vec B+\vec C=143.7\vec i-121.4\vec j,

Cβƒ—+Aβƒ—βˆ’Bβƒ—=103.7iβƒ—βˆ’52.1jβƒ—.\vec C+\vec A-\vec B=103.7\vec i-52.1\vec j.


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