<p>Complete lesson on multiplying and dividing standard non-calc and calculator question, includes examples, whiteboard, differentiated questions and answers. on active inspire (flipchart) + worksheet included</p>
<p>Complete lesson on percentage increase and decrease, examples with differentiated questions and answers. on active inspire (flipchart) + worksheet</p>
<p>Full lesson on product rule for counting on flipchart. Comes with examples and a worksheet, the lesson has examples on all different types of questions seen so far on the new GCSE.</p>
<p>Complete lesson on HCF and LCM using prime factors and venn diagrams. on Active inspire.<br />
examples with differentiated questions and answers.</p>
<p>Complete lessons with examples and differentiated questions on active inspire boards. Lessons on Algebraic Proof, Collecting like terms, expand and simplify brackets, Expanding double brackets, Solving equations with brackets, Solving equations with unknowns on both sides.</p>
<p>Complete lesson on dividing a ratio into a given amount, examples and differentiated questions on an active inspire board include worksheet. goes onto harder ratio question as well. (flipchart). include more than questions and exam style questions</p>
<p>Full lesson on Active inspire that includes examples and differentiated questions. Comes with worksheet + extra lesson on solving inequalties up to x’s on both sides</p>
<p>Active inspire flipchart on Add and subtract fractions lesson with examples and differentiated questions set in in a point based table. some simple questions on white boards as well</p>
<p>Number bundle all on active inspire all lessons have examples and differentiated questions for each. Lessons include Add and subtract fractions different denominators, Estimation, HCF and LCM using venn diagrams,Product rule for counting , Percentage increase and decrease using multipliers. Calculating with standard form divide into a ratio and law of indices</p>
<p>Complete lesson on Active inspire (flipchart) on area and circumference of circles. Includes examples and differentiated question all on the board</p>