The figure shows three vectors. Vector A has a length of31.0, vector B has a length of 64.0, and vector C has alength of 22.0.Solve the given equations.À• B =70°20°ib • (i + €) =70°At what angles above and below the horizontal line couldvector A be at so that A • B = 0?90° above or 90° below90° above or 70° below20° above or 160° below110° above or 70° below

Given, |A→| = 31, |B→| = 64, |C→| = 22 from the figure, it is clear that, the angle between vectors…

The figure shows three vectors. Vector A has a length of 31.0, vector B has a length of 64.0, and vector C has a length of 22.0. Solve the given equations. À• B = 70° 20° B• (Ã + č) = 70° At what angles above and below the horizontal line could vector A be at so that Á • B = 0? 90° above or 90° below 90° above or 70° below 20° above or 160° below 110° above or 70° below

The figure shows three vectors. Vector A has a length of 31.0, vector B has a length of 64.0, and vector C has a length of 22.0. Solve the given equations. À• B = 70° 20° B• (Ã + č) = 70° At what angles above and below the horizontal line could vector A be at so that Á • B = 0? 90° above or 90° below 90° above or 70° below 20° above or 160° below 110° above or 70° below

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

3Connected to each other.
Consider the three displacement vectors A = (4î – 3ĵ) m, B (2î – 5j) m, and C = (-3î + 5j) m. Use the component method to determine the following. (a) The magnitude and direction of the vector = A +B + C. magnitude Note that all three vectors lie in the xy plane so the sum of these vectors will also lie in the xy plane. m direction -45 ° counterclockwise from the +x axis (b) The magnitude and direction of E A -B +C. %3D magnitude Be very careful with the signs of the components. Remember that -A means to replace each component of A with the negative of its value. m direction ° counterclockwise from the +x axis
Vector D = A+ B - C, where Ax=22, Ay= -12, Bx =5, By=-9, and C has a magnitude of 35 and points at +45 degrees. Use the analytical component method to calculate for Dx, Dy, and the angle of D.
What is the angle θDθDformed by D⃗ (from the picture) and the +x+xaxis? Use counterclockwise to denote positive angles. Answer with 2 significant figures.
-Two vectors (A and B) and lying in the xy plane given by: A = 3 - 2 ) , B = ( i + 4 ) The magnitude and direction of the resultant vector R are: O a. ° R=20m, = 44 O b. ° R=4m, = 90 O C. R=4.4m, = 26.5 ° O d. R=16m, = 26.5 ° A و B يقعان في المستوى xy معطاة ... متجهان مقدار واتجاه المتجه المحصله R هو QUESTION 6 - A dimensionless vee O Scalar quantity Veck
Displacement d1 is in the yz plane 59.9° from the positive direction of the y axis, has a positive z component, and has a magnitude of 3.39 m. Displacement d2 is in the xz plane 20.8° from the positive direction of the x axis, has a positive z component, and has magnitude 1.02 m. What is the angle between d1 and d2?
confused on this question and would appreciate some help
Please Asap
Three vectors Ã = A½î + 6ĵ – 3k, B = -2î + By} – 3k and Č = î + 3j + C,k obey the condition Ả – 2B + 3Č = j. The unknown scalar components Ax, By and Cz are %3D
Note: Please provide a simple and step-by-step solution.
Graph this vector and solve for what is unknown in the problem. 1. Using sine and cosine law compute for the Resultant and the angle that R makes with the horizontal. Given vectors: V1 = 3 m, N and V2 = 4 m, 30 degrees N of E. please use the sine and cosine law in solving
answers I got already: a ) manitude = 37.7 direction = 50.75 c) magnitude = 108.3 direction = 63.4 need help with b and d