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Magnitudes of Two Vectors Va and Vb are 5 and 7, respectively, and the magnitude of their sum Vs is V _ { a } \text { and } V _ { b } \text { are } 5 \text { and } 7 \text {, respectively, and the magnitude of their sum } V _ { s } \text { is }

Question 5

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magnitudes of two vectors Va and Vb are 5 and 7, respectively, and the magnitude of their sum Vs is V _ { a } \text { and } V _ { b } \text { are } 5 \text { and } 7 \text {, respectively, and the magnitude of their sum } V _ { s } \text { is } 10 (i.e., Va=5,Vb=7,Vs=10 ) . The angles θ and β in the figure below are: 10 \text { (i.e., } \left| V _ { a } \right| = 5 , \left| V _ { b } \right| = 7 , \left| V _ { s } \right| = 10 \text { ) . The angles } \theta \text { and } \beta \text { in the figure below are: }
 magnitudes of two vectors  V _ { a } \text { and } V _ { b } \text { are } 5 \text { and } 7 \text {, respectively, and the magnitude of their sum } V _ { s } \text { is }   10 \text { (i.e., } \left| V _ { a } \right| = 5 , \left| V _ { b } \right| = 7 , \left| V _ { s } \right| = 10 \text { ) . The angles } \theta \text { and } \beta \text { in the figure below are: }     A)   \theta = 40.5 ^ { \circ } , \beta = 27.7 ^ { \circ }  B)   \theta = 27.5 ^ { \circ } , \beta = 40.7 ^ { \circ }  C)   \theta = 48.5 ^ { \circ } , \beta = 37.7 ^ { \circ }  D)   \theta = 14.5 ^ { \circ } , \beta = 17.3 ^ { \circ }


A) θ=40.5,β=27.7\theta = 40.5 ^ { \circ } , \beta = 27.7 ^ { \circ }
B) θ=27.5,β=40.7\theta = 27.5 ^ { \circ } , \beta = 40.7 ^ { \circ }
C) θ=48.5,β=37.7\theta = 48.5 ^ { \circ } , \beta = 37.7 ^ { \circ }
D) θ=14.5,β=17.3\theta = 14.5 ^ { \circ } , \beta = 17.3 ^ { \circ }

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