Linear graphs y = mx + c and ax + by = cQuick View
chellejo1

Linear graphs y = mx + c and ax + by = c

(4)
<p>I made these to build on the drawing linear graphs using y=mx+ c and to emphasise the x and y values being co-ordinates , as well as intercepts and link in rearranging formulae and finding gradient given 2 co-ordinates. First used with Year 10 but think suitable for several age and ability groups with scaffolding as necessary.</p>
Multiplying by powers of 10Quick View
chellejo1

Multiplying by powers of 10

(0)
presentation showing movement of digits instead of movement of decimal point, plus blank columns grids so pupils can move own digits along as necessary
Exact trig valuesQuick View
chellejo1

Exact trig values

(1)
<p>Made for Year 10 to practise/prepare for (parts of) exam questions involving several topics/concepts. Pupils need to know exact trig values but also how to then calculate with other surds too in some GCSE 9-1 trig right triangle questions. Table of exact trig values included to differentiate for those not yet fluent in the recall - could be folded over to prevent temptation and encourage retrieval practice.</p>
Quadratic inequalitiesQuick View
chellejo1

Quadratic inequalities

(1)
<p>I made this to support students still not secure with factorising quadratics but to help them access the inequalities on the graphs</p>
Using Trigonometric GraphsQuick View
chellejo1

Using Trigonometric Graphs

(0)
<p>Made for Year 10 pupils to reinforce shapes of sinx, cosx and tanx and to consolidate reading/estimating values from graphs. Pupils also then compared to calculator values.</p>
Expanding and factorising quadraticsQuick View
chellejo1

Expanding and factorising quadratics

(0)
<p>This worked very well with middle ability Y11s who were about to move onto simplifying algebraic fractions. Apologies all pdf, cannot find the word document anywhere.</p>