How would you define displacement

Q: Application Activity Angles at the Airport Two terms that are often used when computing distances…

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Q: Plot graph between distance (y-axis) and time in seconds (x-axis) in the speed of sound

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Q: Step 3 is incorrect. I need help

A: in this question we determine  only potential at origin.

Q: If the x- & y-components of the Sum vector are 4.2 N and -3 N, respectively, the direction of the…

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Q: Add the following displacements by Component Method

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Q: There are some amazing examples of geometric principles in nature! Consider the appearance of…

A: Required : Type of symmetry in butterfly

Q: In the given data, determine the x and y components using vector addition. After, get the sum of…

A: The x-component is given by Magnitude times the cosine of direction of the vector and the…

Q: Hi, I need to find out what the direction and angle of a vector would look like on a graph if it had…

A: The graph of force vector having a magnitude of 114.2N and having an inverse tangent angle of 52˚ is…

Q: An object has moved trough a distance. Can it have zero displacements? if yes support your answer…

A: Yes, if the object has moved through a distance, it surely can have zero displacements. as…

Q: Understand the rules of vector addition, subtraction, and multiplication.Apply graphical methods of…

A: The direction in vector representation always matters. The displacement of point from point 1 to…

Q: Axis b Axis a L- ma

A: moment of inertia about axis b = moment of inertia of sphere B about its center + (moment of inertia…

Q: a car making displacement 45km by angle 60 west-north , then it moves 15 km with angle 130 .…

A: Write the displacement x-component of 45 km. x1=-45cos60° Write the displacement x-component of 15…

Q: Refer to the information in Double Play Displacement to answer this question. The direction of the…

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Q: Explain in your own words what a vector is.Give an example of a vector.

A: Vector is a physical quantity that has both magnitude and direction.

Q: What is the magnitude of acceleration of a speck of clay on the edge of potters wheel turning 45rmp(…

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Q: Finding Resultant and Vector. This data was obtained. Please do have explanation or conclusion about…

A: Given that: We have to draw a conclusion/explanation about the given data/diagram

Q: VECTOR ADDITION AND VECTOR RESOLUTION Describe the sine and cosine rules?

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Q: Use trigonometry to solve for resultant displacement lily runs 100 m east than 75 m south to evade…

A: Displacement:) It is the smallest distance between two points.

Q: An object is located at 8 and then some time later is located at 18. what is the displacement of the…

A: Initial position , ni = 8 final position , nf = 18

Q: Multiple choice: It is the result of vector multiplication a. product b. vector product c.…

A: It is a type of vector multiplication.

Q: Solve the given problem. Be guided by the point system below. A. Polygon method: Graph- Resultant…

A: The polygon method is a method for calculating the sum or resultant of many vectors.

Q: PRE-ASSESSMENT or INITIAL ACTIVITY: RECALL: Compare and contrast the following concepts: 1. Speed…

A: Part (1): Explanation:speed: The magnitude of the rate change of position of the object with respect…

Q: Resolving a vector into components is like the parallelogram or head-to-tail method in reverse.…

A: Any vector quantity can be resolved into two scalar counterparts. This holds true for a 2-D plane.…

Q: Displacement vector A is 4.5 km North. Displacement Vector B is 3.0 km, 50° N of W. Find their…

A: Vector A , 4.5 km North . Vector B , 3 km 500 North of West . To find = Resultant using law of sines…

Q: GIVEN: A = 50 N 60 deg %3D B = 30 N 30 deg %3D C = 80 N 250 deg D = 70 N 45 deg - Find resultant…

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Q: 20016 30 150 1b

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Q: Choose the correct letter of the answer and provide justification

A: Comment: Since we only answer up to  1 question, we’ll answer the 1st question only. Please resubmit…

Q: an object is located at 5 and then some time is located at 30 what is the displacement

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Q: Х 91 93 -Z F3 -Zo Figure 1: Geometry to derive inverse kinematics Use the geometry given in Figure 1…

A: We use the relations tanq1=yxφ=γ+q2L22=L12+k2-2kL1cos(γ)

Q: A cart on an optics bench starts at 15.5 cm and rolls along the bench until it reaches 83.2 cm..…

A: Given data:  Initial position (x1) = 15.5 cm Final position (x2) = 83.2 cm Required: Displacement…

Q: Solve by the analytical method and graphical method A person walked 3 m north and then walked 5 m…

A: Displacement is a vector quantity. It is the shortest path. It is the minimum distance between…

Q: Describe what is vector and why and how vector is being used in physics

A: A vector quantity is defined as the physical quantity that has both directions as well as magnitude.…

Q: Determime the magnitude and direction of the resultant V by completing the table. write the equaton…

A: Given that: V1→= 40 km, 60° N of WV2→= 20 km, 30° N of EV3→= 12 km, 45° S of E

Q: Physicists and other scientists and engineers use models to solve problems and convey information.…

A: Physicists and other scientists and engineers use models to solve problems and convey information.…

Q: Find the resultant vector using component method. Illustrate and answer the problem completely…

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Q: A = 50 N 60 deg B = 30 N 30 deg C = 80 N 250 deg D = 70 N 45 deg - Draw vector A and B using polygon…

A: Detailed solution of this question is given in below steps.

Q: 10- -10- Position (cm)

A: Amplitude is the maximum displacement of a a particle from its rest position, i.e., distance from…

Q: Stopping distance distance travelled during %3D

A: Given : Stopping distance : When the body is moving with a certain velocity and suddenly one applies…

Q: A plane is traveling straight east at a speed of 400 km/hr. Then a wind traveling 100 km/hr blowing…

A: The free-body diagram is shown below for the given situation,

Q: Instruction: Solve the following by using the Cosine and Sine Law. Use the Cosine Law or Sine Law to…

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Q: Zlatan and Sergio are participating in a football match. Yasmin kicks the ball 40 metres down the…

A: Vector A shows the path of ball when YASMIN was handling it. Vector B shows the path of ball when…

Q: Find the sum of two displacement vectors A and B lying in the xy-plane and given by A- (1.201 +…

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Q: Challenge question: By following triangle method or parallelogram method to graphically add the…

A: Triangle law of vector addition = If two sides of a triangle represents the two vectors taken in the…

Q: A person walks 4 meter east,then walks 3 meters north.Determine distance and displacement.

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Q: An object goes from one point in space to another. After it arrives at its destination, its…

A: Distance: To reach at a certain distance from point A to B we can choose any path, the distance is…

Units and Dimensions

These are generally defined as the terms which precede or describes the dimensions further. These are also further divided into two parts namely fundamental units and the derived units.