Find the direction angle of v. Your solution should be in degrees, rounded to one decimal...

Question

Question

Find the direction angle of v. Your solution should be in degrees, rounded to one decimal place. Your solution should be in t

Answer 1

Answer #1

ve -i +3ģ v = nity o = tan (1x) disce tim o = tant (3) o = ten (-3) o 108.4°

Answer 2

Similar Homework Help Questions

Find the direction angle of v. Your solution should be in degrees, rounded to one decimal...

Find the direction angle of v. Your solution should be in degrees, rounded to one decimal place. Your solution should be in the interval [0°, 360°). V = 6i - 4j
Find the angle between v and w. Round to one decimal place, if necessary. v =...

Find the angle between v and w. Round to one decimal place, if necessary. v = 2i + j - 2k and w = i +3j - 3k 32.7° None O 57.3° O 67.3° O 55.6° Question 29 0.1 pts
find the angle (in degrees) between the vectors u=5i-j and v=2i+3j. Round the answer tot at...

find the angle (in degrees) between the vectors u=5i-j and v=2i+3j. Round the answer tot at least one decimal place if possible. show all work.

I want to your answer Help me 3. Evaluate the following (rounded to 4 decimal places):...

I want to your answer Help me 3. Evaluate the following (rounded to 4 decimal places): Remember to set your calculator properly for each question. a) osat) [1 mark] b) csc(- 16° 104") [2 marks) 4. The terminal side of an angle in standard position passes through the point( - 2-3, - 2). Draw the triangle and find all trigonometric functions in simplified EXACT form. [8 marks] 5. If the information provided is 5. If the information provided is enough,...
What are the magnitude and the direction angle of the vector (V21,2)? (Find the direction angle...

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.
© Examples: 1. Find the direction angles of for the vector v = 2i + 3j...

© Examples: 1. Find the direction angles of for the vector v = 2i + 3j + 4k, and show that cos?a + cos?ß + cos2y = 1. 2. Find the direction angles of the vector v= 2i + 3j – k. O P1. Find the direction angle of line determined by the origin and the point P(2,-3,6) OP2. Find the direction cosines of the line directed from P1(1, -3,4) to P2(4,3,-2).

12. DETAILS LARTRIG10 3.1.039. Find the area of the triangle. Round your answer to one decimal...

12. DETAILS LARTRIG10 3.1.039. Find the area of the triangle. Round your answer to one decimal place. B = 399, a = 26, C = 12 13. DETAILS LARTRIG10 3.4.049. Find u. v, where is the angle between u and v. || 4 || = 90, || || = 270, 8 = 14. DETAILS LARTRIG10 3.3.049. Find the vector v with the given magnitude and the same direction as u. Magnitude Direction || || - 6 u- (3,7) V-
Question 23 (1 point) Find the magnitude and direction (in degrees) of the vector. (Assume 0°...

Question 23 (1 point) Find the magnitude and direction (in degrees) of the vector. (Assume 0° < 0 < 360°. Round the direction to two decimal places. <-5, 2> O a) magnitude = 3 0 = 180° O b) magnitude = 3 0 = 158. 20° O c) magnitude =V29 0 = 180° O d) magnitude =V29 0 = 158. 20°
A military jet first flies in one direction, turns sharply and then flies in another, as...

A military jet first flies in one direction, turns sharply and then flies in another, as described by the vectors: A=i+4j; B=5i-3j. Take the x-axis as east and find the angle in degrees of the sum of these motions relative to east.(use arctan or arccos, no need to calculate).

Find the magnitude and positive direction angle of the vector (-4,-4√3).

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.)