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Kamron Roberts

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12y ago

Those two combine to produce a vector of 35.355 units pointing southeast.

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Q: What is the direction of resultant vector when a vector of 25 units south is added to a vector 25 units east?
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What is the direction of the resulting vector if vector of 2 units North is added to a vector of 2 units South?

4


If a ball is rolling in a straight line and you push it to the right what happends to the velocity?

The overall velocity would increase. The ball would then have a curved path with some velocity vector in the North South direction and some vector in the East West Direction


What are some examples of scalar and vector quantities?

Scalar QuantitiesMost of the physical quantities encountered in physics are either scalar or vector quantities. A scalar quantity is defined as a quantity that has magnitude only. Typical examples of scalar quantities are time, speed, temperature, and volume. A scalar quantity or parameter has no directional component, only magnitude. For example, the units for time (minutes, days, hours, etc.) represent an amount of time only and tell nothing of direction. Additional examples of scalar quantities are density, mass, and energy.Vector QuantitiesA vectorquantity is defined as a quantity that has both magnitude and direction. To work with vector quantities, one must know the method for representing these quantities. Magnitude, or "size" of a vector, is also referred to as the vector's "displacement." It can be thought of as the scalar portion of the vector and is represented by the length of the vector. By definition, a vector has both magnitude and direction. Direction indicates how the vector is oriented relative to some reference axis, as shown in Figure 1. Using north/south and east/west reference axes, vector "A" is oriented in the NE quadrant with a direction of 45 north of the o EW axis. G iving direction to scalar "A" makes it a vector. The length of "A" is representative of its magnitude or displacement.Another AnswerA scalar quantity refers only to the magnitude of the quantity and answers the question how much. Ex. height, weight, volume, and the like. 2 lbs of sugar is scalar, 4 m long is scalarA vector quantity refers to both magnitude and direction and answers how much and where is it going, (in that sense)Ex. forces, velocity. 200 km/hr at N30degE is a vector, the force required to push a drum up or down a ramp is a vector, the force exerted by the cue stick in billiards is a vector a scalar is a number, like a distance... like the moon is 300.000km away from earth.a vector is a number AND a direction. It's like "moving east at 100km/h"while "moving at 100km/h" alone is a scalar.The idea is that a scalar has only ONE dimension, while a vector has several.


What is the resultant displacement if a person walks 46 meters east then 23 km south?

46 squared + 23 squared = the resultant displacement squared. Pythagoras' theorem.


What is resultant velocity of the plane if a plane travels 100 km per hour to the north with a headwind of 25 km per hour towards the south?

The resultant velocity of a plane is 75 km/hr.

Related questions

What is the direction of the resulting vector if vector of 2 units North is added to a vector of 2 units South?

4


What is resultant vectors?

resultant vector is a vector which will have the same effect as the sum of all the component vectors taken together.


Which of the following is the same resultant vector As 10 m north -10 m South when written as an addition problem?

0


What is vector in physics?

Any element of a vector spaceEuclidean vector, a geometric entity endowed with both length and direction, an element of a Euclidean vector spaceCoordinate vector, in linear algebra, an explicit representation of an element of any abstract vector spaceProbability vector, in statistics, a vector with non-negative entries that add up to oneRow vector or column vector, a one-dimensional matrix often representing the solution of a system of linear equationsTuple, an ordered list of numbers, sometimes used to represent a vectorThe vector part of a quaternion, a term used in 19th century mathematical literature on quaternions.this is by mehansa different user it acually simpler than that vector is something with a value of a direction


What is the resultant velocity of the duck if it flies 10.0 ms due south against a gust of wind with a speed of 2.5 ms?

You said "against ... wind", and that's all the information I have that specifies the direction of the wind. I have to understand that to mean that the wind is from the south toward the north. In that case, the wind vector is exactly opposite to the duck vector. So, during the gust, the duck's ground speed is (10.0 - 2.5) = 7.5 ms.


Is calories a scalar or a vector quantity?

well, by definition vector is something that has both direction and magnitude, in this case weight is only countable when gravity exists, and of course gravity has direction direction for vector doesnt have to be like north, south or within the plane because vectors are free and can be moved anywhere without changing its magnitude.


How can you find the magnitude and the length of the resultant?

A ship is traveling 155mph due south .Opposing current 35mph at 20 degrees southwest . Find resultant magnitude and direction of ship's true course


If a ball is rolling in a straight line and you push it to the right what happends to the velocity?

The overall velocity would increase. The ball would then have a curved path with some velocity vector in the North South direction and some vector in the East West Direction


How does a vector quantity differ form a scalar quantity?

Vector quantities have direction as well as magnitude Vector: -displacement (10 m North) -velocity (100 mph south) Scalar -distance (10 m) -speed (100 mph)


What is the resultant of 1230 ms South and 1450 ms North?

The resultant is 220 North.


What is vector in math?

Simply put, a vector is 2 dimensional. Think of speed - it is only one dimensional. It is not a vector, it is a scalar. It is measured in a scale, most commonly noticed when inside a vehicle. You are travelling at 100km/h (60mph) Vectors are 2 dimensional, they have a magnitude and a direction. Think of velocity, as an arrow - imagine you are travelling at 60 mph in a northerly direction, your arrow would be pointing to the notth, with a magnitude of 60mph, If you were travelling at 60mph in a southerly direction, your velocity vector would be pointing towards the south, the exact opposite of your vector if you were travelling in a northerly direction. However the speed in these two scenario's, speed not being a vector, remains exactly the same, 60mph.


What is the resultant velocity of a boat if it travels south across a river at 14 km per hr. It encounters a current flowing from east to west at 9 km per hour?

The resultant velocity of a boat is 17 km/hr and the direction of the boat is SW.