Wiki User
∙ 14y agoThe magnitude of C cannot be >20.
Wiki User
∙ 14y agoSpeed is a quantity that is measured in meters per second.The previous answer, velocity, is technically incorrect.Velocity is a vector, which consists of a magnitude and a direction.Example: 10 meters per second northwest.Speed, however, is a scalar, and consists solely of a magnitude.Example: 10 meters per second.
any length between 1.5 and 8.5 meters depending on the angle between the vectors. find the dot product of the two vectors to find the magnitude. e.g. two vectors a x b . y c z gives a.x+b.y+c.z= your final answer. The dots mean times by (btw)
Vector
10000 equals 10000 meters
3 metres East.
The quantity "120 meters northeast" is a vector because it has both magnitude (120 meters) and direction (northeast). Scalars have magnitude only and no specific direction associated with them.
No, 70 meters east is a vector because it includes both a magnitude (70 meters) and a direction (east). Scalars have only magnitude without direction.
120 meters northeast is a vector measurement because it includes both a magnitude (120 meters) and a direction (northeast). Scalars only have magnitude, while vectors have both magnitude and direction.
Some values that could possibly be a vector magnitude include distance, speed, force, acceleration, and energy. These values represent the magnitude or size of a vector quantity and may have units such as meters, meters per second, newtons, meters per second squared, or joules.
No, thirty meters per hour is a scalar quantity because it only has magnitude (30 meters) and does not have direction. A vector quantity would include both magnitude and direction, such as 30 meters per hour due east.
Vector because it has both direction and magnitude.
A distance of 6 meters up is a scalar quantity. Scalars have magnitude only and do not have a specific direction associated with them, unlike vectors which have both magnitude and direction.
Vector quantities are quantities that have directionality as well as magnitude. Displacement (meters North) vs Distance (meters) Velocity (meters per second North) vs Speed (meters per second)
Vector quantities have both magnitude and direction, so they are expressed in units such as meters per second (velocity) or newtons (force). Scalar quantities only have magnitude and are represented by units such as meters (distance) or kilograms (mass).
Acceleration is a vector, meaning each acceleration has both magnitude and direction. The resultant of vectors is basically the net acceleration on the object expressed as a single vector. For example, if there are two vectors each with a magnitude of 2 meters/(seconds squared) acting on an object and these vectors were placed on the x and y axes then you could represent this system of 2 vectors 90 degrees apart each with a magnitude of two meters/(seconds squared) as one vector of 45 degrees with a magnitude of 2 times the square root of 2 meters/(seconds squared).
Acceleration is a vector, meaning each acceleration has both magnitude and direction. The resultant of vectors is basically the net acceleration on the object expressed as a single vector. For example, if there are two vectors each with a magnitude of 2 meters/(seconds squared) acting on an object and these vectors were placed on the x and y axes then you could represent this system of 2 vectors 90 degrees apart each with a magnitude of two meters/(seconds squared) as one vector of 45 degrees with a magnitude of 2 times the square root of 2 meters/(seconds squared).
Acceleration is a vector, meaning each acceleration has both magnitude and direction. The resultant of vectors is basically the net acceleration on the object expressed as a single vector. For example, if there are two vectors each with a magnitude of 2 meters/(seconds squared) acting on an object and these vectors were placed on the x and y axes then you could represent this system of 2 vectors 90 degrees apart each with a magnitude of two meters/(seconds squared) as one vector of 45 degrees with a magnitude of 2 times the square root of 2 meters/(seconds squared).