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1. binomial theorem 2. binomial theorem binomial expansions a binomial expression is one which contains two terms. 3. binomial theorem binomial expansions a binomial expression…
1. integrating exponentials 2. integrating exponentials e ax dx 3. integrating exponentials1 ax e dx a e …
1. exponentials 2. exponentials y x 3. exponentials y y ax a 1 1 x 4. ya x exponentials y y ax 0 a 1 a 1 1 x 5. ya x exponentials…
1. tree diagrams 2. tree diagrams and = multiply the probabilities 3. tree diagrams and = multiply the probabilities or = add the probabilities 4. tree diagrams and = multiply…
1. probability definitions 2. probability definitions probability: the chance of something happening 3. probability definitions probability: the chance of something happening…
1. binomial probability 2. binomial probability if an event has only two possibilities and this event is repeated, then the probability distribution is as follows; 3. binomial…
projectile motion objects of the experiment 1. to predict and verify the range of a ball launched at an angle. 2. to predict and verify the range of a ball launched at an…
1. inverse functions 2. inverse functions if y = f(x) is a function, then for each x in the domain, there is a maximum of one y value. 3. inverse functions if y = f(x) is…
1. differentiating trig 2. differentiating trig lim sin x 0 x 0 3. differentiating trig lim sin x 0 x 0lim cos x 1 x 0 4. differentiating trig lim sin…
1. greatest coefficients and greatest terms 2. greatest coefficients and greatest terms 3. greatest coefficients and greatest terms 4. greatest coefficients and greatest…
1. inverse functions 2. inverse functionsif y = f(x) is a function, then for each x in the domain, there is amaximum of one y value. 3. inverse functionsif y = f(x) is a…
1. relationships between binomial coefficients 2. relationships betweenbinomial coefficients binomial theorem 3. relationships between binomial coefficientsn binomial theorem…
1. binomial probability 2. binomial probabilityif an event has only two possibilities and this event is repeated, then theprobability distribution is as follows; 3. binomial…
1. probability & countingtechniques 2007 extension 1 hsc q5b) mr and mrs roberts and their four children go to the theatre. they are randomly allocated six adjacent seats…
1. logarithms 2. logarithmslogarithms are the inverse of exponentials. 3. logarithmslogarithms are the inverse of exponentials. if y a x 4. logarithmslogarithms…
relationships between binomial coefficients relationships between binomial coefficients binomial theorem relationships between binomial coefficients binomial theorem …
1. binomial theorem 2. binomial theorem binomial expansions a binomial expression is one which contains two terms. 3. binomial theorem binomial expansions a binomial expression…
1. general expansion ofbinomials 2. general expansion of binomials ck is the coefficient of x k in 1 x nk 3. general expansion ofbinomials ck is the coefficient…
1. binomial theorem 2. binomial theorembinomial expansionsa binomial expression is one which contains two terms. 3. binomial theorembinomial expansionsa binomial expression…
1. calculating coefficients without pascal’s triangle 2. calculating coefficients without pascal’s triangle n!nck k!n k ! 3. calculating coefficientswithout…