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Chapter 03, Problem 009 Incorrect. Two vectors are given by a 4.0 m jí 3.0 m j/t 1.0 mjk and b-Ί 1.0 m ji t l 1.0 m jj + | 4.0 m )k In unit vector notation, find (a) a b, (b) a-b, and (e) a third vector such that ab+-0 (a) Numberi Unit (b) Numbe (c) Numbe Un
Two vectors are given by a rightarrow = (4.0 m) i - (3.0 m) j + (1.0 m)k and b rightarrow = (- 1.0 m)i + (1.0 m) j + (4.0 m)k. In unit vector rotation find a rightarrow + b rightarrow, a rightarrow - b rightarrow, and a third vector c rightarrow such that a rightarrow - b rightarrow + c rightarrow = 0. Number Number Number
Two vectors are given by ⃑A = (4.0 m)x̂ − (3.0 m)ŷ + (1.0)ẑ and B⃑ = (−1.0 m)x̂ + (1.0 m)ŷ + (4.0 m)ẑ. In unit-vector notation, find (a) ⃑A ∙ B⃑ , (b) ⃑A × B⃑ , and (c) the angle between ⃑A and ⃑A × B⃑ .
hapter 03, Problem 009 two vectors are given by a-(40m). (3.0 m)) + (1.0 r) and b-(-10 m»-(1.0 m ) + (4.0 m). In unit vector notation, find (ai b)7-b, and (c) a third vector 7 such that a-b + = 0. j- % Units Units : (b) t j- Units ·BACKE.ou İNTER VERSİON , and , what are (a) the magnitude a magnitude of 45.0 m and lie in an xy plane. Their directions relative to the positive direction...
16 For the displacement vectors a-(3.0 m)^ + (4.0 m)^ and B. (5.0 m)i(-2.0 m)j, give a +bin Figure 3-28 Problem 15. (a) unit-vector notation, and as (b) a magnitude and (c) an angle (rela- tive to i). Now give b - a in (d) unit-vector notation, and as (e) a magnitude and (f) an angle
8 10 11 12 8. In unit-vector notation, A = (4.0 m) + (3.0 m)ŷ and B = (-13.0 m)Â + (7.0 m), (a) what is the sum of the two vectors? (b) What are the magnitude and (c) the direction of A + B (relative to )? 9. Two vectors are given by A = (4.0 m) – (3.0 m)ỹ + (1.0)2 and B = (-1.0 m) + (1.0 m)ĝ+ (4.0 m)2. In unit-vector notation, find (a) A +...
Three vectors are given by a = 2.0 i + (0) j + (0) k , b = 1.0 i + (3.0) j + (1.0) k , and c = ?4.4 i + (?2.0) j + ((?4.0) k . Find: i) a
In unit-vector notation, what is the torque about the origin on a jar of jalapeno peppers located at coordinates (3.0 m, -2.0 m, 4.0 m) due to force F1 = (10 N)i - (3.8 N)j + (5.0 N)k ((a), (b) and (c) for i, j, k and components respectively), force F2= (-10 N)i - (3.8 N)j - (5.0 N)k ((d), (e) and (f) for i, j and k components respectively), and the vector sum of F1 and F2 ((g), (h)...
25. .. Two vectors are given by A = 4.0 x-2.0 and B = 1.0 (c) a vector 5.0 ỷ. Whatis (a)A-B, (b) B-A, and such that + B + = 0?
An electron with velocity (12 m/s) i moves through a magnetic field B - (4.0). J. and k denote unit vectors pointing along the x, y, and axes, respectively. Find the magnitude of the force on the electron 4.7.7 * 10-18 6.3.3 * 10-19 C. 48 N d. 6.0 N