MathedUpCircle Theorems

Exit tickets

Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 53^\circ$.
    Work out the size of angle $ADB$, marked $x$.    ABCD53°x
  2. In the diagram, $T$ is a point on a circle and the straight line through $T$ is a tangent. $TA$ is a chord and $B$ is a point on the circle.
    Angle $ABT$ is $53^\circ$.
    Work out the size of the angle between the tangent and the chord $TA$, marked $x$.    TABx53°
  3. $A$, $B$, $C$ and $D$ are points on a circle.
    The chords $AC$ and $BD$ meet at $E$.
    Angle $BAC = 34^\circ$ and angle $ACD = 37^\circ$.
    Work out the size of angle $ABD$.    Chords AC and BD meeting at E ()ABCDE34°37°
Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 53^\circ$.
    Work out the size of angle $ADB$, marked $x$.    ABCD53°x
  2. In the diagram, $T$ is a point on a circle and the straight line through $T$ is a tangent. $TA$ is a chord and $B$ is a point on the circle.
    Angle $ABT$ is $53^\circ$.
    Work out the size of the angle between the tangent and the chord $TA$, marked $x$.    TABx53°
  3. $A$, $B$, $C$ and $D$ are points on a circle.
    The chords $AC$ and $BD$ meet at $E$.
    Angle $BAC = 34^\circ$ and angle $ACD = 37^\circ$.
    Work out the size of angle $ABD$.    Chords AC and BD meeting at E ()ABCDE34°37°
Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 53^\circ$.
    Work out the size of angle $ADB$, marked $x$.    ABCD53°x
  2. In the diagram, $T$ is a point on a circle and the straight line through $T$ is a tangent. $TA$ is a chord and $B$ is a point on the circle.
    Angle $ABT$ is $53^\circ$.
    Work out the size of the angle between the tangent and the chord $TA$, marked $x$.    TABx53°
  3. $A$, $B$, $C$ and $D$ are points on a circle.
    The chords $AC$ and $BD$ meet at $E$.
    Angle $BAC = 34^\circ$ and angle $ACD = 37^\circ$.
    Work out the size of angle $ABD$.    Chords AC and BD meeting at E ()ABCDE34°37°
Exit ticket · Circle Theorems
  1. $A$, $B$, $C$ and $D$ are points on a circle.
    Angle $ACB = 53^\circ$.
    Work out the size of angle $ADB$, marked $x$.    ABCD53°x
  2. In the diagram, $T$ is a point on a circle and the straight line through $T$ is a tangent. $TA$ is a chord and $B$ is a point on the circle.
    Angle $ABT$ is $53^\circ$.
    Work out the size of the angle between the tangent and the chord $TA$, marked $x$.    TABx53°
  3. $A$, $B$, $C$ and $D$ are points on a circle.
    The chords $AC$ and $BD$ meet at $E$.
    Angle $BAC = 34^\circ$ and angle $ACD = 37^\circ$.
    Work out the size of angle $ABD$.    Chords AC and BD meeting at E ()ABCDE34°37°
mathedup.co.uk · sheet CTY1