#Linear sequences how to#
#Linear sequences generator#
#Linear sequences series#
#Linear sequences free#

#Linear sequences how to#

Team Teaching: Types | Procedure | Advantages & Limitationĭisclaimer: is created only for the purpose of education and knowledge. Sequence Vocab: Term: any number in the sequence Rate of change (or slope): how much is added or subtracted each time Linear Sequence: sequence with a constant rate of change (same number is added/subtracted each time) Formula: tells how to find the next term Example: next now + 2.Brainstorming Strategy | Teaching Strategies and Devices.Role-Playing Strategy | Teaching Strategies.Branched Sequences/ Branched Programming: Concept & Features.Programmed Learning: Characteristics| Fundamental Principles.Responses are self-constructed- Learners respond overtly so that their correct responses can be rewarded and their incorrect responses can be corrected.

Cheating is discouraged by not revealing the answer to the learner.Provision for prompt- In the beginning, prompt or cue can be supplied to facilitate learning to occur.Learners are informed immediately about whether or not their response is correct. Feedback is quick- As soon as the learner responds to the frame he can immediately compare his response with the response of the program.The learner must respond to each and every in order the learning to occur. Response is emphasized– In linear programming, the emphasis is laid on response.The learner has no choice to respond in his own way. Responses are controlled- In a linear programming, responses are controlled by the program.

The learner starts from initial behaviour to the terminal behaviour following straight-line sequence.

#Linear sequences series#

Linear Arrangement- In such type of program, the learner advances in a single series of shorts steps which are designed to ensure high rate of correct responding to the questions (frames).

The learner must respond to each frame in succession by filling in word or phrase in a blank.

Linear means proceeding in a straight line- In linear programming generally, information is broken into small steps of 40-50 words in length which is called a frame.

Linear proceed at its own pace (self-pacing).

Linear are informed immediately about whether or not their response is correct (feedback).

Good luck, in this vocabulary check there are many decoys You have six minutes, try your best. Vocabulary Check 4 Find sequence patterns Make formulae for each number in a sequence.

Linear responds overtly that their correct responses can be rewarded and heir incorrect responses can be corrected. Slideshow 7, Room 307 Mr Richard Sasaki, Mathematics.

10607102 with a registered office at 71-75 Shelton Street, WC2H 9JQ. Visual Maths Resources Ltd is a company registered in England and Wales with a company no.

#Linear sequences free#

Linear are exposed to small amount of information and proceed from one frame to one item of information, to the next in an orderly fashion. Generating Sequences: Level 6 Light 3 Finding Linear Nth Terms: Level 10 Quick 8 Quadratic Sequences: 7 days free trial.Your test code, once modified to handle the list, works just fine: Console.WriteLine(DblLinear().Skip(10).First()) Ĭonsole.WriteLine(DblLinear().Skip(20).First()) Ĭonsole.WriteLine(DblLinear().Skip(30).First()) Ĭonsole.WriteLine(DblLinear().Skip(50). Now this can be used to produce the entire sequence so it is a good idea to use the LINQ. Here's how I would do it: public static IEnumerable DblLinear() You need to run two separate indexes and only increment each when the value produced by their respective series is lowest (or equal to the other). But the first should have also produced 57, 59, 61, 63, 65, 67, 69, 71, 73, 75, 77, 79, 81 before the second produces 82 for your sequence to be properly computed. When you get to i = 27, as per your example, the first series produces 55 and the second produces 82.

#Linear sequences generator#

The first employs a simple shift register generator and its equivalent. What's going wrong is that you're using a single index to build your values. Three techniques for advancing the phase of a linear binary sequence are described. After that it just runs wild and I have no idea what it does wrong. The calculations are right until it hits 27. The number u(0) = 1 is the first one in u.įor each x in u, then y = 2 * x + 1 and z = 3 * x + 1 must be in u too.Įx: u = ġ gives 3 and 4, then 3 gives 7 and 10, 4 gives 9 and 13, then 7 gives 15 and 22 and so on.Īnd this is what I have so far: using System This is the formula I'm trying to - quote unquote - 'convert' to code.Ĭonsider a sequence u where u is defined as follows: I'm trying to get my performance skills (none existent) up to par but ran into a problem with writing out a formula into code.