A is a give point and P is any point on a given straight line. If AQ=AP and AQ makes a constant angle with AP find the locus of Q.
I think the answer is that the locus would be a circle or a sector of circle
Just wanna confirm it. Thanks in advance
A is a give point and P is any point on a given straight line. If AQ=AP and AQ makes a constant angle with AP find the locus of Q.
I think the answer is that the locus would be a circle or a sector of circle
Just wanna confirm it. Thanks in advance
No, this will not be a circle.
Your operation rotates $P$ around $A$ by a fixed angle. What happens to a line when you rotate it?