What are the x and then y components of a 25 m displacement at an angle of `210^@` with the x - axis (clockwise) ?

Find the slope of the line making an angle of 210^(@) with positive direction of x-axis.

A vector vecA makes an angle 30^(@) with the Y-axis in anticlockwise direction. Another vector vecB makes an angle 30^(@) with the x-axis in clockwise direction. Find angle between vectors vecA and vecB .

a vector vecA makes on angle 30^@ with the y- axis in anticlockwise direaction . Another vector vecB makes on angle 30^@ with the x- axis in clockwise direction find angle between vectors vecA and vecB

A vector has a magnitudes of 12. What its tail is at the origin it lies between the positive x axis and the negative y axis and makes an angles of 30^(@) with x axis . Its y component is :

The equations of the tangents to the circle x^2 + y^2 = 25 which are inclined at an angle of 30^@ to the x- axis are

A vector A makes on angle 30° with the y-axis in anticlockwise direction. Another vector B makes on angle 30° with the x-axis in clockwise direction. Find angle between yectors A and B.

A vector A makes on angle 30° with the y-axis in anticlockwise direction. Another vector B makes on angle 30° with the x-axis in clockwise direction. Find angle between yectors A and B.

The three vectors in have magnitudes a = 3. 00m,b = 4. 00m, and c =10.0m and angle theta = 30.0 ^(@). What are (a) the x component and (b) the y component of veca, (c ) the x component and (d) the y component of vecb, and (e) the x component and (f) the y component of vecc ? If vecc = p veca + qb, what are the values of (g) p and (h) q ?