Sentences with phrase «questions on tangents»

Not exact matches

Avoiding questions, going off on tangents, splitting hairs to avoid the inevitable truth.

I find it interesting that they very people who send their kids into science classes with the mission to disrupt them through tangent questioning would likely call the police on anyone who dared to raise a question during a Church sermon.

This was followed by a few straightforward questions asking you to clarify what now seems a very disjointed view, and you seemed to have missed the point entirely and gone off on some strange tangent.

It may seem like a simple question but it is not — after a bit of a side tangent discussion on Dianne Jacob's recent post about recipe adaptions, I decided that this topic needed a bit more attention.

On a tangent to the initial question posed in How can a Senator be removed from office during a term for medical reasons?

The Pirate Party, for example, might define it in rather a different way to The Labour Party UK, or Partido Del La Red of Argentina, or perhaps even The Green Party... The issue addressed, however, was not authoritativeness, but freedom of speech, so your answer has gone off on something of a tangent unrelated to my question.

In light of this, the Centre questioned why the EC would go off on a tangent and introduce new issues that have the potential to instigate new suits, a situation the Supreme Court sought to prevent with the December 7 elections a month away.

This week's question is about granola and if it is healthy or not... Sassy & Pearl also go on a tangent about hot dogs and you don't want to miss it!

Divide a line segment into a given ratio and calculate coordinates Then use these skills A-G to do the PROBLEM SOLVING Questions Calculate the Equation of the Tangent of a circle, many applicational / contextual problems involving gradients and equation of a line for the new syllabus A. a student sheet has no formulae / knowledge as they have to discover these themselves... (starting from a blank canvass - or prior knowledge) They may use textbooks, on - line resources, their exercise books etc...

GCSE ---------------------- Circle Theorems animated PowerPoint - GCSE The seven circle theorems with animated diagrams Tangent Two tangents Angles at the centre and circumference Angles in a semi-circle Angles in the same segment Cyclic quadrilateral Alternate segment Also includes 2 revision slides on parts of the circle GCSE -------------------- Upper and Lower Bounds - animated PowerPoint - GCSE Explanation of how to find Lower Bounds Explanation of how to find Upper Bounds Examples when the data is discrete Examples when the data is continuous Example questions on finding Maximum and Minimum values GCSE ------------------ Direct and Inverse Proportion - animated PowerPoint - GCSE Explanation of Direct and Inverse Proportion including examples Stepped instructions for solving questions involving Direct and Inverse Proportion GCSE -------------------- The Sine and Cosine Rules - animated PowerPoint - GCSE The Sine rule two sides and a not included angle two angles and any side The Cosine rule two sides and the included angle all three sides only GCSE -------------------- Probability Tree Diagrams Animated PowerPoint - Independent and Dependent events GCSE Probability Tree Diagrams Animated PowerPoint Independent events Dependent events Worksheet included - pdf GCSE -------------------- Simplifying Surds Animated PowerPoint (GCSE) GCSE surds animated PowerPoint Simplifying surds What is a surd?

5 Worksheets covering all the circle theorems - around 50 questions in total including answers Circle Theorems 1 is 10 questions on the angle at the centre and also the same segment Circle Theorems 2 is 10 questions on angles in a semicircle and a cyclic quadrilateral Circle Theorems 3 is 6 questions on radius / tangent and 2 tangents from one point Circle Theorems 4 is 6 questions on the Alternate Segment Theorem Circle Theorems 5 is 20 questions on all the theorems None of these questions are ridiculously complex as you get in textbooks and they are extremely well drawn though not to scale.

Activities included: Starter: Some basic recap questions on theorems 1 to 4 Main: Instructions for pupils to discover the rule, by drawing tangents and measuring the angle to the centre.

Two worksheets on tangents and normals, starts off standard, the difficulty increases, later questions can be challenging.

As it is so open and vague it is very easy to waffle, go off on a tangent and be unclear when you've answered the question when to stop.