Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 32^\circ$.
    Work out the size of angle $ADB$, marked $x$.    Circle, angles in the same segment ()ABCD32°x
  2. $T$ is a point on a circle, centre $O$. $TP$ is a tangent to the circle.
    Angle $TPO = 38^\circ$.
    Work out the size of angle $x$.    Tangent and radius meeting at 90° ()TPO38°x
  3. $A$, $B$ and $C$ are points on a circle, centre $O$. $OA$ and $OB$ are radii.
    Angle $OAB = 58^\circ$.
    Work out the size of the angle $AOB$ at the centre.    Circle, isosceles radii and angle at the centre ()ABCO58°x
Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 32^\circ$.
    Work out the size of angle $ADB$, marked $x$.    Circle, angles in the same segment ()ABCD32°x
  2. $T$ is a point on a circle, centre $O$. $TP$ is a tangent to the circle.
    Angle $TPO = 38^\circ$.
    Work out the size of angle $x$.    Tangent and radius meeting at 90° ()TPO38°x
  3. $A$, $B$ and $C$ are points on a circle, centre $O$. $OA$ and $OB$ are radii.
    Angle $OAB = 58^\circ$.
    Work out the size of the angle $AOB$ at the centre.    Circle, isosceles radii and angle at the centre ()ABCO58°x
Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 32^\circ$.
    Work out the size of angle $ADB$, marked $x$.    Circle, angles in the same segment ()ABCD32°x
  2. $T$ is a point on a circle, centre $O$. $TP$ is a tangent to the circle.
    Angle $TPO = 38^\circ$.
    Work out the size of angle $x$.    Tangent and radius meeting at 90° ()TPO38°x
  3. $A$, $B$ and $C$ are points on a circle, centre $O$. $OA$ and $OB$ are radii.
    Angle $OAB = 58^\circ$.
    Work out the size of the angle $AOB$ at the centre.    Circle, isosceles radii and angle at the centre ()ABCO58°x
Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 32^\circ$.
    Work out the size of angle $ADB$, marked $x$.    Circle, angles in the same segment ()ABCD32°x
  2. $T$ is a point on a circle, centre $O$. $TP$ is a tangent to the circle.
    Angle $TPO = 38^\circ$.
    Work out the size of angle $x$.    Tangent and radius meeting at 90° ()TPO38°x
  3. $A$, $B$ and $C$ are points on a circle, centre $O$. $OA$ and $OB$ are radii.
    Angle $OAB = 58^\circ$.
    Work out the size of the angle $AOB$ at the centre.    Circle, isosceles radii and angle at the centre ()ABCO58°x
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