Extra Flashcards

1
Q

Partial fractions remember if there is a repeated root then

A

Must include this root TWICE, once repeated and once without

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2
Q

What was the further maths partial fractions case?

A

If you have a quadratic term at the bottom which can’t be split, then put a linear term on top ax +b and this would be fine

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3
Q

How to use partial fractions to make BINOMAIL EXPANSION EASIER

A

split them up so your adding two expansions instead of multiplying, much less room for error!!!

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4
Q

How to manipulate trig identities, especially involving tan

A

Divide EACH term by a term and you get the desired reust

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5
Q

When using ha,or if form when tk use?

A

When you can’t divide by cos either because it is 0 or because it womtget you anywhere, and so hamronicto cinvert

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6
Q

Parametric tehcniques

A

Rearrange for t sub in
Make a trig identity

Add and subtrsvt and simultaneous

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7
Q

Rememebr what is grsdient of perpendicualr

A

That is - reciprocal

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8
Q

How to do parts metric differntiate on

A

Chain rule differntiate to get dy / dx
Set it to 0 to find stationary points
Now out these back into x and y equations to find turning points

To test their nature dont second thatslong, go left and right using the value of t and termine

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9
Q

Can you still use second derrivstive for paratmerirc equation?

A

Yes you can don’t worry

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