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Q: What is it called the part of a vector that lies along an axis?
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Under what circumstances can a vector have components that are equal in magnitude?

(Magnitude of the vector)2 = sum of the squares of the component magnituides Let's say the components are 'A' and 'B', and the magnitude of the vector is 'C'. Then C2 = A2 + B2 You have said that C = A, so C2 = C2 + B2 B2 = 0 B = 0 The other component is zero.


What is a plain that lies along a seacoast called?

A coastal plain is what you call a plain that lies along a seacoast.


When a point lies on the y axis what do you know about its x axis?

If a point lies on the y axis, then x=0


What does it mean when the x coordinate or y coordinate of a point is 0?

When the X - Coordinate is 0: The point lies on Y - Axis. Eg. (0,3) lies on Y - Axis Eg. (0,5) lies on Y - Axis Eg. (0,1) lies on Y - Axis When the Y - Coordinate is 0: The point lies on X - Axis. Eg. (2,0) lies on X - Axis Eg. (3,0) lies on X - Axis Eg. (6,0) lies on X - Axis


A plain that lies away from the coast is called?

A plain that lies along a sea coast is called


Where is the resultant vector lies when dot product of two vector is done?

arithmetic mean


When a point lies on the x-axis what do you know about it y-coordinatewhen a point lies on the y-axis what do you know about its x-coordinate?

If a point lies on the x-axis then by definition it is located at (x,0) ie the y coordinate is 0.If a point lies on the y-axis then it's located at (0,y) ie the x coordinate is 0.


When a point lies on the x-axis what happens to the y-axis?

y = 0


What is the y - coordinate that lies on a Axis?

It is 0.


How do you know on which axis the independent lies on?

It is always the X axis, and the dependent variable is on the Y.


Write z equals 8 in trigonometric form?

When z = 8, z lies straight along the real axis, so r = 8 and theta = 0°


How do you add Vectors By rectangular components?

To add vectors by rectangular components, simply add the corresponding components of each vector. For example, if vector A has components (Ax, Ay) and vector B has components (Bx, By), then the sum of the two vectors can be found by adding the x-components (Ax + Bx) and the y-components (Ay + By) to obtain the resultant vector.