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Find the magnitude and direction angle of the vector v. v = 141 - 14j magnitude...
What are the magnitude and the direction angle of the vector (V21,2)? (Find the direction angle in degrees rounded to the nearest tenth.) The answer is O A. The magnitude is 25 and the direction angle is 66.4°. O B. The magnitude is 5 and the direction angle is 66.4° O C. The magnitude is 25 and the direction angle is 23.69 OD. The magnitude is 5 and the direction angle is 23.6º.
(a) (5pt) Given v# <-9, 9-3 > , find the magnitude and direction angle of vector v. (b) (5pt) Find the exact value of the product and write the result in a + ib form 8(cos(285) + i sin (285'))5 (cos(30) + i sin(30)) 5. (a) (5pt) Given v# , find the magnitude and direction angle of vector v. (b) (5pt) Find the exact value of the product and write the result in a + ib form 8(cos(285) + i...
Find the magnitude lvl and the direction angle θ for the given vector v v-8i+10j (Round to the nearest hundredth as needed.) (Round to the nearest tenth as needed.)
4.2.4A. Consider the vector v - 5si-j. (A.) Find the magnitude of v and leave your answer in exact form. (B.) Find the angle that v makes with the vector i (assume that this angle is measured in the counterclockwise direction, like usual). Round your answer to two decimal places. Hint: It may be helpful to draw a picture. 4.2.5A. The vector V is drawn below. If 0 = /3 and V150, find its unit vector decomposition. Leave your answer...
14. If u is a vector with magnitude of 18 and direction angle of 80º and vis a vector with magnitude of 24 and direction angle of 150°. find the magnitude and direction angle of utv. 15. If | V = 2 and 0 = 300°, write v in component form. 16. An airplane is heading north at an airspeed of 400 km/hr, but there is a wind blowing from the southwest at 60 km/hr. How many degrees off course...
14. If u is a vector with magnitude of 18 and direction angle of 80° and V is a vector with magnitude of 24 and direction angle of 150°, find the magnitude and direction angle of utv. 15. If | V2 and 9 = 300°, write V in component form. 16. An airplane is heading north at an airspeed of 400 km/hr, but there is a wind blowing from the southwest at 60 km/hr. How many degrees off course will...
Find the component form and magnitude of the vector v. Initial Point Terminal Point (-3,-1) (-11, 5) V= IV - Need Help? Read It Find the magnitude of the scalar multiple, where u = (2.0) and v = (-3, 6). 1|-2011 11-2v1 = Need Help? Read It Find the vector v with the given magnitude and the same direction as u. Magnitude Direction M = 6 u = (3,5) V= Need Help? Read it Watch It
Find the magnitude and positive direction angle of the vector (-4,-4√3). The magnitude of the vector is _______ (Simplify your answer.) The direction angle is _______ °(Simplify your answer. Use angle measures greater than or equal to 0 and less than 360.)
(a) Find the magnitude of the vector (-5,–2). (b) Find an angle that determines the direction of the vector (-3,2). (c) Find two distinct numbers t such that ||t(3, –7) || = 4. (a) Find coordinates for three different vectors, each of which has magnitude 5. (b) Find coordinates for three different vectors, each of which has a direction determined by an angle of 4.
Find the magnitude and direction angle (to the nearest tenth) for the given vector. "Give the measure of the direction angle as an angle in 10, 360º). <-5, 12> magnitude (TIP: Remember magnitude is similar to length or distance.) direction angle • Use the form from class. If needed, round your answers to the tenths place.