stunning said:can ny 1 help me with these questions?
If the component of vector A along the direction of vector B is zero, what can u about the two vectors?
Well, what do you think?stunning said:Q:2
If the average velocity of an abject is zero in some time interval, what can u say about the displacement of the object for that interval?
of course you must have some clue or idea.stunning said:i hv no idea
The X-component of a vector is the part of the vector that lies on the horizontal axis. It can be represented by a number and a direction, and is usually denoted as Vx.
To calculate the X-component of a vector, you can use the trigonometric functions sine and cosine. If the magnitude of the vector and the angle it makes with the horizontal axis are known, you can use the formula Vx = V cos(θ).
The X-component of a vector is important because it helps us understand the direction and magnitude of a vector in a specific direction. It also allows us to break down a vector into its individual components for easier analysis and calculations.
Yes, the X-component of a vector can be negative. This indicates that the vector is pointing in the opposite direction of the positive X-axis. It is important to pay attention to the sign of the X-component when working with vectors to accurately represent its direction.
The X-component of a vector is just one of the components that make up a vector. The other components include the Y-component, which lies on the vertical axis, and the Z-component, which lies on the depth axis. Together, these components form the magnitude and direction of the vector in three-dimensional space.