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Quotes
Knowledge is of no value unless you put it into practice.
MATHS = Mistakes Allow Thinking To Happen
Just stick with it, what seems hard now will one day be your warm up.
1.00365=1 and 1.01365=37.7. Doing nothing at all versus small steps at a time.
The easiest person to deceive is yourself.
Twenty years from now you will be more disappointed by the things you didn’t do than the things you did do
Work like you don't need the money, dance like nobody's watching and love like you've never been hurt.
The greatest enemy to human potential is your comfort zone
Don't fear failure, fear being in the same exact same place next year as you are now.
Try and do one thing each day that you would really rather not do.
Don't be afraid to take an unfamiliar path. Sometimes they're the ones that lead you to the best places.
You're not in competition with anyone but yourself. Outdo your past, not other people.
I can is 100 times more important than IQ.
Lose an hour in the morning and you will spend all day looking for it.
I had no time is no excuse. 1 hour is 4% of your day and 1 minute is 0.34 % of your day.
Don’t confuse your path with your destination. Just because its stormy now doesn’t mean you are headed for failure.
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IB
Worksheets By Topic
International Baccalaureate (IB) Maths worksheets with questions arranged by topic and difficulty level.
Quadratics
Quadratics is a large topic and has many interlinked ideas. Therefore I have separated this topic into the several documents. There are many representations of the same idea and each worksheet highlights this fact, so that a student can fully understand quadratics. For optimal understanding, it is best to follow the following order when tackling this topic:
Definition of a quadratic and the difference between an expression and an equation
Graphing quadratics using a table of values
Factorising quadratics
Solving Quadratics viafactorising and the quadratic formula
Completing The Square basic technique and its applications such as:
oSolving (this is the 3rd method of solving quadratics)
oFinding the vertex
oFinding the axis of symmetry
oFinding the max/min value
Finding x and y intercepts or substituting to find certain values
The 3 forms of a quadratic. This includes:
oConvertingbetween the 3 forms of a quadratic and solving each form
oGiven a graph or certain features, find the equation of a quadratic
oFinding the vertex/axis of symmetry and min/max in each of the 3 forms
oGraphing in each of the 3 forms via locating important features (y intercepts, x
interceprs and the vertex)
Using a graph to find approximate solutions or how many solutions
More worksheets are being uploaded over the coming weeks and months. Please contact me if you have a request for a certain topic to be uploaded sooner.