a-box-is-subjected-to-a-2d-force-f-3xy-i-y2j-n-which-depends-on-the-x-and-y-posi

Question

A box is subjected to a 2D force, F = (xy² i + 3xyj) N, which depends on the x and y positions. The x and y coordinates are measured in m. The box starts at the origin and moves straight to (0,m). The box takes a right-angled turn and moves straight to (n,m). Determine the work done by the force.

Accepted Answer

(1/2)m²n²

Answer

2m2n

Answer

2m2n2

Answer

(1/3)m3n

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A box is subjected to a 2D force, F = (xy² i + 3xyj) N, which depends on the x and y positions. The x and y coordinates are measured in m. The box starts at the origin and moves straight to (0,m). The box takes a right-angled turn and moves straight to (n,m). Determine the work done by the force.

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Chemistry

Biology

Math

Physics

Business

Social Sciences

Programming

Product & Marketing

A box is subjected to a 2D force, F = (xy2 i + 3xyj) N, which depends on the x and y positions. The x and y coordinates are measured in m. The box starts at the origin and moves straight to (0,m). The box takes a right-angled turn and moves straight to (n,m). Determine the work done by the force.

A box is subjected to a 2D force, F = (xy² i + 3xyj) N, which depends on the x and y positions. The x and y coordinates are measured in m. The box starts at the origin and moves straight to (0,m). The box takes a right-angled turn and moves straight to (n,m). Determine the work done by the force.