Q: The X component of vector A in the above figure is O a. 12 m O b. -7.22 m O c. 7.22 m.
A:
Q: Vectors A and B are shown in the diagram below. Vector C is given by C = B - A. What is the…
A:
Q: Which of the following vectors is equal to -dAB O dAD O dBA О двс O dcD O dpc О асв O None of the…
A: Given data: A man makes complete pass around a perfect square city block Starts from A, walks…
Q: An object travels along the vector d1 = 4m į + 5m j and then along the vector d2 = 2m į - 3m j. How…
A:
Q: what is the magnitude and direction of the vector formed from the following x and y components? Vx=…
A:
Q: Two Parallel vectors of same magnitude will be called Select one: OA. Equal vectors OB. Unequal…
A: Equal vectors are vectors that have the same magnitude as well as the same direction.
Q: 22) The figure illustrates three vectors: "A, B,and "C.Which of the following equations is correct?…
A: 22. Vector A and B have same magnitude but opposite direction . 23. We know that acceleration is…
Q: "Vector A = (1,4) and B = (3,2), then the value of x component of sum of A and B will be" 10 1 3…
A: given: A=(1,4) B=(3,2)
Q: 224° E-30 m F=23 m 25°
A:
Q: Let vector E = (9 i + 7 j) and vector F = (7 i - 10 j). Find the magnitude of E. Find the…
A: E→ = 9i^ + 7j^F→ = 7i^ - 10j^
Q: If a 2i + 9j - k and b-3i - 6j + 22k, what is the magnitude of vector a?
A:
Q: Two vectors, of magnitudes 10 and 30, are added. Which one of the following is a possible answer for…
A:
Q: Which of the following is an example of a vector quantity? a. volume b. velocity C. mass d.…
A: Explanation :- A vector quantity has both magnitude as well as direction. So checking options- a- As…
Q: Vector 425 km/h S of E velocity x-component y-component
A:
Q: Component Method a.) 44 km 40° West of North b.) 26 km 26° West of South
A: a) 44 km 40° west of north So, angle between vector and north is 40° So, components of vector =…
Q: Needing to find the magnitude and direction for these components
A: Let P be defined as a vector in its x and y components. Then the magnitude and direction be…
Q: A vector has an x-component of +5 m and a y-component of -3 m. What angle does it make with the…
A:
Q: If vectors A and B are added, what is the x-component of the resultant vector [round your final…
A:
Q: Select all the quantities that are vectors O A) 3 Newtons | B) 16 m/s East C) North D) 1.57 m < 20°
A:
Q: Given that A +B+C= 0, find the magnitudes of A and B.
A:
Q: Vector A is in the direction 39.0° clockwise from the -y-axis. The x-component of A is A₂ = -12.0 m.
A:
Q: السؤال 37 If a vector Á=2X+3ỹ, then the direction of 3A is: 29.6° O 60.1° O 56.3° O 33.5° О
A:
Q: The magnitude of vector is 8 km, and the magnitude of is 6 km. Which of the following are possible…
A: The magnitude of a vector can range from the sum of the magnitude of vectors to the difference of…
Q: Vector a has a magnitude of 12 units and makes a 60° angle with the +x axis. What is the y component…
A: The y component of vector α is αy=αsinθ Here α=12 units and θ=60o
Q: Find the x and y components of the vectors. a. 100 N, 30° west of north b. 50 N south C. 10 m to the…
A:
Q: 12. A truck travels 20km west, 20km south and 80km in a direction 60° north of east. Calculate the…
A: Solution
Q: Which one of the following vector expression is O a. Ā.B + C.D O b. Ả+ Č xD O c. Å+ Č x D O d. (Ã +…
A: The scalar product of two vectors is scalar: A→·B→=A→B→cosθ The cross product of the two vectors is…
Q: Two vectors, of magnitudes 10 and 30, are added. Which one of the following is a possible answer for…
A: Two vectors, of magnitudes 10 and 30, are added. Which one of the following is a possible answer for…
Q: Which of the following could not be the resultant displacement when adding a 20 meter vector and 30…
A: Given value--- magnitude of first displacement = 20 m. magnitude of second displacement = 50 m. We…
Q: The magnitude of vector A=2i +j +2k is?
A: Given We have to find the magnitude of the given vector
Q: Which of the following are correct (meaningful) vector expressions? (a) Ả ·(B . 7) (b) Ả ×(B . 7)…
A: Disclaimer - Since you have asked a question in multiple subparts, we can answer only the first…
Q: Vector V, in the diagram is equal to: Select one: V. a. V1- V2 O b. V2 - V1 o c. Vq+Vz d. V,cos e
A:
Q: A 4 B The sum of vectors A and B is
A: Given data: The vector A and B Required: Sum of the vector A and B
Q: Which combination of vectors A→ and B→ points straight right ?
A:
Q: If À = [25,60°] and B = 5 i +5 j , what is the magnitude and the direction of 2À +B?
A: The addition of two vectors A→=a1i^+a2j^ and B→=b1i^+b2j^ is given by-A→+B→=(a1+b1)i^ + (a2+b2)j^…
Q: Let vector E = (4 i + 4 j) and vector F = (3 i - 9 j). Find the magnitude of E + F. Find the…
A:
Q: If a = 2i + 4 j-k and b-3i- 6j + 2k, what is the magnitude of vector a?
A: a→= 2i^ + 4j^ - k^b→ = 3i^ - 6j^ + 2k^
Q: If a = 2i + 9j - k %3D and b 3i- 6j + 12k, what is the magnitude of vector a?
A: a = 2i+9j-k b = 3i-6j+12k we have to find magnitude of vector a
Q: A vector of magnitude 6 and another one of magnitude 12 are added. A possible result is a magnitude…
A: Given that Magnitude of first Vector A = 6 Magnitude of second vector B = 12 Assume that the angle…
Q: vectors. Give the resultant in terms of (a) components, (b) magnitude and angle with the +x axis.…
A:
Q: (i). A X A = A^2 AND (ii). A X B + B X A = 0 a. Equation(i) is false and (ii) is true b. Equation…
A:
Q: Determine the equivalent directions for the given vectors. a. 35° N of E b. 20° W of S c. S 40° E…
A:
Q: Which of the following is NOT a correct way to represent this vector B = 30.0 m 112° O[E112N] OW68N]…
A: (1) True Given, A= 20m/s, direction 24° from East to North [E24N] So, -A = -20 m/s [E24N] = 20…
Q: What is the resultant of vector A=2i +2j, and vector B=li -2j Select one: a. 3 b. V5 C. 3.5 d. 2 e.…
A: Given data: Vector A=2i→+2j → Vector B=1i→-2j→
Q: Using direction cosines, the vector P in the diagram can be expressed as P= 120 lb y 30° 70° Q = 100…
A:
Q: If a vector A has components Ax = -4 and Ay = -3, then A lies in the O a. 3rd quadrant O b. 4th…
A:
Q: A vector of magnitude 20 is added to a vector of magnitude 25. The magnitude of this sum might be:…
A:
Q: Use a directed line segment to represent the vector.v = (−2, 3)
A:
Step by step
Solved in 3 steps with 2 images
- What is the y component of the vector (3i8k) m/s? (a) 3 m/s (b) 8 m/s (c) 0 (d) 8 m/s (e) none of those answersFigure OQ1.13 shows two vectors D1 and D2. Which of the possibilities (a) through (d) is the vector D22D1, or (e) is it none of them? Figure OQ1.13An athlete runs 2.76 km east, then turns 30 degrees south and runs another 0.85 km. What is the magnitude of his displacement?
- In the narration below, what is the direction of the resultant displacement of the student? To reach the venue of an international conference in physics education, a physical-science-major student made the following displacements via plane: Å = 175 km, 30° N of E, B = 150 km, 20° W of N, C = 190 km, due west Due west. 11.56° N of E. 21.45° N of W. 48.89° N of E. 68.55° N of W.What is the magnitude of the vector 2i + 19j + 20k? 41 28 1681 O784vector A has a magnitude of 275 m/s at an angle of 235 degrees. What are the x and y- components?
- What is the resultant magnitude when adding the two vectors below 23 N 23 46 23 V2 529 23 NSS Prima Vista, a theater and cruise ship, sailed through the Atlantic for its one-week performance cruise. It left the Port de Marseille early morning with a velocity of 48 kph going north, then 40 kph 70° N of E, then headed straight for the Réstaurant Glacier le Commodore at 48 kph, which is 20° W of N. Determine the resultant vector using a graphical representation, head to tail method. Find the resulting components and the resultant vector.I have no idea to how to start to this question: Wags (a dog) decides to go on a journey. He begins his journey by traveling 58 meters in a direction directly south. He then runs 100.0 meters in a direction 30◦north of west. During the last leg of his journey, he follows a scent for 59 meters in a direction 30◦east of north. What distance does Wags end up from his initial startingpoint?
- As it passes over Grand Bahama Island, the eye of a hurricane is moving in a direction 63.0° north of west with a speed of 40.2 km/h. (Let i represent east and j represent north.) (a) What is the unit-vector expression for the velocity of the hurricane? km/h i+ km/hi It maintains this velocity for 3.50 h, at which time the course of the hurricane suddenly shifts due north, and its speed slows to a constant 25.2 km/h. This new velocity is maintained for 1.50 h. (b) What is the unit-vector expression for the new velocity of the hurricane? km/h j km/h i+ (c) What is the unit-vector expression for the displacement of the hurricane during the first 3.50 h? km i+ km j (d) What is the unit-vector expression for the displacement of the hurricane during the latter 1.50 h? km i+ km j (e) How far from Grand Bahama is the eye 5.00 h after it passes over the island? kmA sailboat sets out from one point for a point 90.0 km due north. The sailor, however, ends up 50.0 km due east of the starting point. How far must the sailor now sail to reach the original destination? 406 km O 103 km 305 km 507 km O 204 kmAnswer D and E and all of question 2