math

    Cards (46)

    • What is the title of the video mentioned in the study material?
      Circle Theorems questions
    • What is the purpose of the 5-a-day resources mentioned?
      To provide daily practice for students
    • What is the name of the channel that provides the Circle Theorems video?
      Corbettmaths
    • What is the duration of the Circle Theorems video?
      10:47
    • How many subscribers does Corbettmaths have?
      214K subscribers
    • What should you do if playback doesn't begin shortly?
      Try restarting your device
    • What happens if JavaScript is disabled in your browser?
      You may not be able to watch the video
    • What is the function of the settings menu in the video player?
      To adjust playback speed and quality
    • What is the privacy policy mentioned in the study material related to?
      Data protection and user privacy
    • What is the significance of the '5-a-day' in the context of the study material?
      It refers to daily practice exercises
    • What type of content does the '5-a-day GCSE 9-1' provide?
      GCSE revision exercises
    • What is the purpose of the 'Contact Us' section mentioned?
      To allow users to reach out for inquiries
    • What is the next video after 'Circle Theorems – Theorems Video'?
      Direct Proportion Video
    • What should you do if an error occurs while retrieving sharing information?
      Try again later
    • What is the copyright year range for Corbettmaths?
      20122025
    • What does the 'Search' function allow users to do?
      Find specific content on the site
    • How does the '5-a-day' approach benefit students?
      It reinforces learning through daily practice
    • What is a cyclic quadrilateral?
      A four-sided figure with corners on a circle
    • What do opposite angles in a cyclic quadrilateral add up to?
      180 degrees
    • If one angle in a cyclic quadrilateral is 130°, what is the other angle?
      50 degrees
    • How does the angle at the center of a circle relate to the angle at the circumference?
      The angle at the center is double the circumference angle
    • If the angle at the center is 100°, what is the angle at the circumference?
      50 degrees
    • What is the relationship between angles at the circumference and the center in cyclic quadrilaterals?
      Angles at circumference are half of center angles
    • What is the fourth circle theorem regarding cyclic quadrilaterals?
      Opposite angles add up to 180 degrees
    • If one angle in a cyclic quadrilateral is 110°, what is the opposite angle?
      70 degrees
    • What happens when two tangents touch a circle?
      They form right angles with the radius
    • What is the angle between a tangent and a radius at the point of contact?
      90 degrees
    • Why is angle ABC equal to 100° in the given scenario?
      Because the tangent forms a right angle with the radius
    • If the angles at the tangents are 90° and 40°, what is the angle at point D?
      50 degrees
    • How do you calculate the angle at point D given the angles at the tangents?
      Add the angles and subtract from 180°
    • If angle X and angle 134° are part of a cyclic quadrilateral, what is the value of X?
      46 degrees
    • What is the relationship between angle Y at the center and angle X at the circumference?
      Y is double X
    • If X is 46°, what is Y?
      92 degrees
    • What theorem applies when two points on the circumference create angles with chords?
      Angles in the same segment theorem
    • If angle X is 47°, what is the reason for this value?
      Angles in the same segment are equal
    • How do you find angle B if angle A is 100° in a cyclic quadrilateral?
      Subtract from 180°
    • If angle C is found using the alternate segment theorem, what is its value if the opposite angle is 44°?

      44 degrees
    • What is the sum of angles in a triangle?
      180 degrees
    • If angle B AQ is 32°, what is the angle at point A in the triangle?
      32 degrees
    • What is the relationship between parallel lines and alternate angles?
      They are equal
    See similar decks