parallel lines
(alternate angles, corresponding angles, vertical opposite angles, supplementary angles)
angles in a triangle
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Good questions but could add a few challenging ones :)<br />
This is an assessment which tests knowledge of angles in intersecting lines, parallel lines and triangles. The students are asked to work out missing angles, I would adapt this by asking them to also give a reason for their solution. There are no answers to this so you would need to work these out yourself and put them into a powerpoint if you wanted to do peer or self marking. The questions must have taken quite a bit of time to make and you could copy and paste them into another resource quite easily. Thank you for sharing.
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