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-31-8-21 Example Example Factorise Factorising means Once in by multiplying out. brackets 4.) 3p²-6p = 3p (p-2) Common factor 1.) 2∞ +6. = 2(x+3) Trinomial 1.) α² + 5α +6 = (x + 2) (x + 3) 3 & K 2 213 2% 5& 3.) 91² = (a f-1) (j-1) -10 +1 put in Can = you 2.) 8a + 12 4 (2a + 3) brackets. Difference of two Example 1.) 100x ² 25 = (10x-5) (10x + 5) brackets. Once Check your 5.) 9y² - 129. = 3y (3y-4) -94 95 -ff = -104 2.) x² + α = 12 = (x − 3)(x + 4) X=L Squienes answer 3.) x² + 4x = x (x+4) 6.) 2x³ + 3x² -4x = α (2x² + 3x - 4) 4x -3 -3x√x X² 4 x brackets 2.) 5y² +4.5 = 5(y² + 9) = 5(y + 3) (y + 3)
iOS User
Stefan S, iOS User
SuSSan, iOS User
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1259
Some more in depth than others, 49 pages of notes I used to get an A1 in Nat 5 maths.
53
these are some helpful questions for you to try on algebra , aswell as definitions you should know!
1289
ignore the rough start but these notes have helped me get an A* Prediction
1
Solving inequalities (GCSE year12)can be a little bit confusing but once mastered it is so easy , I have tried to cover any type of possible questions they could ask , I hope this helps
0
How to solve equations for GCSE
-31-8-21 Example Example Factorise Factorising means Once in by multiplying out. brackets 4.) 3p²-6p = 3p (p-2) Common factor 1.) 2∞ +6. = 2(x+3) Trinomial 1.) α² + 5α +6 = (x + 2) (x + 3) 3 & K 2 213 2% 5& 3.) 91² = (a f-1) (j-1) -10 +1 put in Can = you 2.) 8a + 12 4 (2a + 3) brackets. Difference of two Example 1.) 100x ² 25 = (10x-5) (10x + 5) brackets. Once Check your 5.) 9y² - 129. = 3y (3y-4) -94 95 -ff = -104 2.) x² + α = 12 = (x − 3)(x + 4) X=L Squienes answer 3.) x² + 4x = x (x+4) 6.) 2x³ + 3x² -4x = α (2x² + 3x - 4) 4x -3 -3x√x X² 4 x brackets 2.) 5y² +4.5 = 5(y² + 9) = 5(y + 3) (y + 3)
-31-8-21 Example Example Factorise Factorising means Once in by multiplying out. brackets 4.) 3p²-6p = 3p (p-2) Common factor 1.) 2∞ +6. = 2(x+3) Trinomial 1.) α² + 5α +6 = (x + 2) (x + 3) 3 & K 2 213 2% 5& 3.) 91² = (a f-1) (j-1) -10 +1 put in Can = you 2.) 8a + 12 4 (2a + 3) brackets. Difference of two Example 1.) 100x ² 25 = (10x-5) (10x + 5) brackets. Once Check your 5.) 9y² - 129. = 3y (3y-4) -94 95 -ff = -104 2.) x² + α = 12 = (x − 3)(x + 4) X=L Squienes answer 3.) x² + 4x = x (x+4) 6.) 2x³ + 3x² -4x = α (2x² + 3x - 4) 4x -3 -3x√x X² 4 x brackets 2.) 5y² +4.5 = 5(y² + 9) = 5(y + 3) (y + 3)
iOS User
Stefan S, iOS User
SuSSan, iOS User