# 9.4-three - H v H = Distance from 0m P1 a-— A II v H = Na...

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Unformatted text preview: H v H = Distance from 0m P1 a-— A, II v H = Na? + b?- llvH = Vag— + b? 4. Find a Scalar Multiple and the Magnitude of a Vector 5. Find a Unit Vector 6. Find a Vector from Its Direction and Magnitude Unit Vector in the Direction of v For any nonzero vector v. the vector 2 IV (305 (xi + Sill 7. Analyze Objects in Static Equilibrium Resultant u) H) *3 _). oi “.3 _. f" - : F + ‘ a a; “F.” ] Lg , n MW \ ‘9 '-'} “:Dn a: “an b12233] if Fruan 0°S|361+Sir>l3€JJ 6?. a l '7) F : 40730” F5 —_ leDOJ v) ,— ._-, *1 ‘3 -—J3.—:> Zr) 1-1000“ :0 . [PM Jic—H—J) + Dan 7 my] a I I a a I h)” r- ‘r—) 1:) ~13” (Elﬁn rigllﬁlb L + HF.“ +<%UE.[1)J ﬁloooJ _ 0 2.7 b) F) :9 Ta ‘ .— ...3 .- .. : (ii-H'F’nv- £1.13 Buy +-(J7:1\F-.\\"A§Z}]\F,_n 1000)} o 2— 7, ‘ H WWW“ 2‘3 QUEEN figural =0 W V" @WPM SO 'F. [L 4%EQI .4000 :0 _ @ ...
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9.4-three - H v H = Distance from 0m P1 a-— A II v H = Na...

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