Mrs Rudolph - Year 9 by SPHMaths

Expanding double brackets

frudolph1 — 2015-11-04 08:26:00 UTC

Algebra HWK due Mon 1/11/2015

frudolph1 — 2015-11-08 16:46:45 UTC

Complete at least 3 Qs from each ladder before moving on. Complete at least 24 Qs all together.

Value for money HWK - due Turs 26th Nov

frudolph1 — 2015-11-21 17:26:48 UTC

Proportion Hwk due Friday 4/12/15

frudolph1 — 2015-12-01 14:40:08 UTC

Inverse proportion hwk due Mon 14/12/15

frudolph1 — 2015-12-08 17:27:14 UTC

Similar shapes Hwk due Mon 18/1/16

frudolph1 — 2016-01-11 08:17:00 UTC

Revision HWK due Thurs 21/1/16

frudolph1 — 2016-01-18 08:17:05 UTC

Quadratic sequences homework due Mon 8/2/16

frudolph1 — 2016-02-02 08:03:35 UTC

Sequences 2 Homework due 22/2/16

frudolph1 — 2016-02-09 15:03:22 UTC

I have set 2 MyMaths homework tasks: "Quadratic sequences" and "Recognising sequences". If you need your login details again please see me.

Inequalities hwk due Mon 7/3/16

frudolph1 — 2016-03-02 16:11:04 UTC

Inequalities HWK 2 - due Mon 14/3/16

frudolph1 — 2016-03-08 08:26:24 UTC

Sector question due Mon 21/3/16

frudolph1 — 2016-03-14 16:15:33 UTC

Volumes of prisms and cylinders hwk due Mon 25/4/16

frudolph1 — 2016-04-18 09:13:31 UTC

Prisms and cylinders due Mon 25/4/16

frudolph1 — 2016-04-19 11:44:34 UTC

Revision homework due Tues 3/5/16

frudolph1 — 2016-04-24 15:29:15 UTC

Straight line graphs hwk due Mon 23/5/16

frudolph1 — 2016-05-17 15:44:49 UTC

Recognising graphs hwk due Fri 27/5/16

frudolph1 — 2016-05-23 08:26:13 UTC

Match the graphs with their equations. If you are not sure, try substituting in some values for x to find some points on the curve. Sketch the two missing graphs.

Homework for people who went on the classics trip - graphs topic assessment

frudolph1 — 2016-06-06 07:12:31 UTC

HWK question due Mon 13/6/16

frudolph1 — 2016-06-09 12:03:56 UTC

Write any 3 digit number whose first digit differs from its last digit by one. For instance 627 or 504. Reverse the number, take the smaller number away from the larger one. Do this with several different numbers. What do you notice. How many different ways can you show the this will always be the case? Try using algebra, diagrams or any other method to show why it is always the case.

HWK due Mon 20/6/16

frudolph1 — 2016-06-13 10:48:47 UTC

Simultaneous equations worksheet handed out in class.

frudolph1 — 2016-06-14 15:19:35 UTC

Revision list June 2016

frudolph1 — 2016-06-16 15:38:35 UTC

Links to some interactive revision questions

frudolph1 — 2016-06-28 07:02:56 UTC

Boat hire investigation homework. Due Wed 6/7/16