" What is the distance between the points "A(sin theta-cos theta,u)" and "B(0,5

What is the distance between the points A(sin theta-cos theta,0) and B(0,sin theta+cos theta)?

What is the distance between the points A (5cos theta , 0) and B (0, 5sin theta )?

What is the distance between the points P ( cos theta , sin theta ) and Q (sin theta - cos theta )

Prove that the distance between the points (a+r cos theta,b+r sin theta) and (a,b) is independent of theta

Write the distance between the points A(10cos theta,0) and B(0,10sin theta)

Distance between the points (0,0) (a cos theta, a sin theta)

The distance between the points (sin theta,cos theta) and (cos theta,-sin theta) is

The distance between the points (a cos theta+b sin theta,0) and (0,a sin theta-b cos theta)

The distance between the points (a cos theta+b sin theta,0) and (0,a sin theta-b cos theta) is a^(2)+b^(2)(b)a+ba^(2)-b^(2)(d)sqrt(a^(2)+b^(2))

If the distance between the points (a cos theta, a sin theta ) and (a cos phi, a sin phi) is 2a, theta=