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The magnitude of (i + 2j) is sqrt(5).
The magnitude of your new vector is 2.
If both vectors are in the same direction, then each component of one vector is
in the same ratio to the corresponding component of the other one.
The components of the known vector are 1 and 2, and its magnitude is sqrt(5).
The magnitude of the new one is 2/sqrt(5) times the magnitude of the old one.
So its x-component is 2/sqrt(5) times i, and its y-component is 2/sqrt(5) times 2j.
The new vector is [ (2/sqrt(5))i + (4/sqrt(5))j ].
Since the components of both vectors are proportional, they're in the same direction.
What else can I help you with?
What type of quantity must have magnitude number and unit plus direction specified for it to be complete?
a vector
If vector B is added to vector A under what circumstances does the resultant vector A plus B have magnitude A plus B. under what circumstances does the resultant vector equals to zero?
if b + a , since a+b equals b + a due to it being commutative . it shud have the same magnitude and direction
When magnitude of vector a plus b is equal to the magnitude of vector a minus b then what is the angle between two vectors a and b?
2pi/3 radian or equivalent 120 degree
What must be the relationship between two vectors a and b if the magnitude of vector a plus b is equal to magnitude of a-b?
a and b must face in opposite directions.
What units can be used to describe vector qualities?
A vector quantity can be described in many different units, because there are many different vector quantities. For example, a distance - when the direction is relevant - would be indicated in meters or km. (plus a direction), a velocity in meters per second plus a direction, an acceleration in meters per second square, plus a direction. Electric field might be indicated in Volts / meter, if I remember correctly again, including an indicating the direction.
What type of quantity must have magnitude number and unit plus direction specified for it to be complete?
a vector
If vector B is added to vector A under what circumstances does the resultant vector A plus B have magnitude A plus B. under what circumstances does the resultant vector equals to zero?
if b + a , since a+b equals b + a due to it being commutative . it shud have the same magnitude and direction
Suppose vector equation A plus B equals 0.how does the magnitude of B compare to that of A?
If vector equation A + B = 0, it means that vector B is equal in magnitude but opposite in direction to vector A. Therefore, the magnitude of vector B is equal to the magnitude of vector A.
If is added to under what conditions does the resultant vector have a magnitude equal to A B?
1. When the two vectors are parlell the magnitude of resultant vector R=A+B. 2. When the two vectors are having equal magnitude and they are antiparlell then R=A-A=0. For more information: thrinath_dadi@yahoo.com
What is the speed of an object plus its direction?
The speed of an object plus its direction is called velocity. Velocity is a vector quantity that combines the object's speed (magnitude of the velocity) and its direction of motion.
When magnitude of vector a plus b is equal to the magnitude of vector a minus b then what is the angle between two vectors a and b?
2pi/3 radian or equivalent 120 degree
Which measurements involve a direction?
Vector measurements involve a direction. For example, 28km/h, E. The measurement of 28km/h is present, plus the direction, east. Displacement, velocity, force, and acceleration are examples of vector quantities.
A vector has a magnitude of 4 and an angle measurement of 15. A second vector has magnitude of 9 and a direction of 350. What is the y-component vector of V1 plus V2?
The y component of a vector can be found using the sine ratio since: sin θ = opp/hyp = y-component/magnitude → y-component = magnitude × sin(angle_of_vector) The y-component of the resultant vector is the sum of the y-components of each of the vectors: v1: y1 = 4 × sin 15° v2: y2 = 9 × sin 350° → v = v1 + v2: y = y1 + y2 = 4 sin 15° + 9 sin 350° ≈ −0.528
What must be the relationship between two vectors a and b if the magnitude of vector a plus b is equal to magnitude of a-b?
a and b must face in opposite directions.
What units can be used to describe vector qualities?
A vector quantity can be described in many different units, because there are many different vector quantities. For example, a distance - when the direction is relevant - would be indicated in meters or km. (plus a direction), a velocity in meters per second plus a direction, an acceleration in meters per second square, plus a direction. Electric field might be indicated in Volts / meter, if I remember correctly again, including an indicating the direction.
Speed plus direction is what?
Speed is a measure of how fast an object is going. This is a scalar quantity, which means it only gives magnitude (size) information. Velocity is a vector quantity, which is very similar to speed, but it also includes direction information.Example:Speed of car = 60 km/hVelocity of car = 60 km/h in a Northwesterly direction
What is the difference between magnetic vector potential and magnetic scalar potential?
A vector is a quantity with both magnitude (strength) and direction. Like a force having a strength in pounds and a direction. Or a wind having magnitude (in mph) and direction (Northeast). A scalar has only magnitude. Like the length of a segment or amount of peanuts in a jar. Scalars are just numbers.
