What are the solutions for the given vector problem?

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The discussion revolves around solving a vector problem involving two mimes' displacements. Participants are attempting to calculate the cross product, dot product, and other vector operations related to the given displacements. There is confusion regarding the calculations for parts b and d, with one participant unsure about the correct approach for part d. Despite some progress on parts a and c, discrepancies in answers are causing frustration, particularly with the need for precise input in a computer system. Clarification on vector operations and correct calculations is essential for resolving the issues presented.
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Homework Statement


In a meeting of mimes, mime 1 goes through a displacement d1 = (2.79 m)i + (3.53 m)j and and mime 2 goes through a displacement d2 = (-6.75 m)i + (5.3 m)j. What are (a)|d1 × d2|, (b)d1 · d2, (c)(d1 + d2) · d2, and (d) the component of d1 along the direction of d2?
Give your answers in standard SI units.

Homework Equations


vectors a dot b = axbx + ayby + azbz


The Attempt at a Solution


I got part a and c, but not b and d.

For part b isn't it (-18.8)(1) + 0 + 0 + (18.7)(1) = -.1? I don't know what part d is asking for.
 
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For Part B i got -18.83i +18.71j
 
sorry did not realize my answer was the same as yours!
 
Haha, no problem. The thing is I have to enter the answers on the computer, but apparently my answer is wrong.
 
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