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Find the smallest angle between the vectors v = (1,1,2) and w= (2,4,5).

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Find the smallest angle between the vectors v = (1,1,2) and w= (2,4,5).
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Find the smallest angle between the vectors v = (1,1,2) and w= (2,4,5).

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The given vectors ...

(2,4,5)
v (1,1,2 and w
angle is COSA=V:W
MWl
Formula for an
VG and w2 +42 +5? = 3«/5
MV2
Therefore
2+410
cose
(315
16
0 cos
|(J (315)
63V
0 13.16°
Thus, the smallest angle between the vectors is 13.16°
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(2,4,5) v (1,1,2 and w angle is COSA=V:W MWl Formula for an VG and w2 +42 +5? = 3«/5 MV2 Therefore 2+410 cose (315 16 0 cos |(J (315) 63V 0 13.16° Thus, the smallest angle between the vectors is 13.16°

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