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@helpppp @Visarika23 @triciaal @imqwerty @mathmate
@FaiqRaees
using dot product find the angle between the vectors
@imqwerty help plz
please help
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\[u \cdot v = 0\] (dot product if it's 0 then it is orthogonal) \[u \times v = <0,0>\] this implies the vectors are parallel
Do the dot product
\[6*8+(-2)(24) = 0\] yes you're right :)
The same way you did the first question \[v \cdot w = v_1w_1+v_2w_2+v_3w_3\]
\[v = <v_1,v_2,v_3>\]
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No, you want v⋅w which gives a scalar
any of this??
@karim728
vectors no sorry refer to @Astrophysics, has more experience with that
\[v.w=(3)(6)+(4)(-9)+(7)(7)=18-36+49=?\]
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