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Each interior angle of a regular polygon is p times each exterior angle.
Find an expression, in terms of p, for
(a) An exterior angle. [1]
(b) The number of sides of the polygon. [1]
The diagram shows triangles A, B and C.
(a) Triangle A is mapped onto triangle B by an anticlockwise rotation.
(i) Write down the angle of rotation. [1]
(ii) Find the coordinates of the centre of rotation. [1]
(b) Triangle A is mapped onto triangle C by a stretch.
(i) Write down the scale factor. [1]
(ii) Write down the equation of the invariant line. [1]
There are two questions. I am unable to work the second parts of both question though they are simple..I wonder why. Can someone help me wiz this, plz?
They are questions from Maths 2011 Paper 1
Find an expression, in terms of p, for
(a) An exterior angle. [1]
(b) The number of sides of the polygon. [1]
The diagram shows triangles A, B and C.
(a) Triangle A is mapped onto triangle B by an anticlockwise rotation.
(i) Write down the angle of rotation. [1]
(ii) Find the coordinates of the centre of rotation. [1]
(b) Triangle A is mapped onto triangle C by a stretch.
(i) Write down the scale factor. [1]
(ii) Write down the equation of the invariant line. [1]
There are two questions. I am unable to work the second parts of both question though they are simple..I wonder why. Can someone help me wiz this, plz?
They are questions from Maths 2011 Paper 1