Alignment and Articulation Essay Sample

10 October 2017

Articulation and Alliance: Statisticss in West Virginia Middle and High Schools The execution of the 2002 No Child Left Behind Act establishes a necessity of every province to guarantee that there is proper perpendicular alliance of course of study in every topic ( Clarke. Stow. Ruebling & A ; Kayona. 2006 ; DuFour. DuFour. & A ; Eaker. 2008 ) . With a national push to aline criterions vertically. most provinces have worked toward making and instating new criterions. Clarke. et Al. ( 2006 ) province the importance of criterions is to give pedagogues way. focal point. and answerability of the course of study that they present in their schoolrooms. Organizations Selected

For the intent of this analysis. the writer has chosen to analyse the next organisations of in-between school. classs six through eight. and high school. classs nine through 12. The analysis focuses on the Following Generation Mathematics Content Standards and Objectives. as presented by the West Virginia Department of Education ( 2011 ) . Because of the sum of criterions presented.

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the analysis will be confined to a subject of the mathematics course of study. statistics. The West Virginia Department of Education ( 2011 ) divides the mathematics criterions for classs separately. Thus the writer will be aggregating the 6th. 7th. and 8th class curricular criterions into a in-between school class and aggregating the 9th. ten percent. 11th. and 12th class curricular criterions into a high school class. Analysis of Curriculum Articulation and Alignment

There are evident failings with the statistics criterions. including diction and alliance. The writer divides these into two subheadings to discourse individually. Both of these failing will be combined to joint an betterment program that when implemented could cut down or extinguish the failing discussed in the following two subdivisions.

Curriculum Articulation
In the analysis of the statistics criterions there are two signifiers of alliance observed. horizontal and perpendicular. Horizontal alliance refers non merely to the criterions to be followed. but besides the appraisals used to find the degree at which the pupils understand the constructs presented by the criterions ( Case. 2008 ) . The West Virginia Department of Education ( 2011 ) specifies that at the terminal of each twelvemonth the pupils will be assessed harmonizing to the criterions that the pedagogues of that class degree are responsible for learning. For illustration. the mathematics criterions taught in a twelvemonth would be assessed by a standardised trial. which includes inquiries from each division of the criterions. such as statistics. Vertical alliance differs as it the alliance of course of study over the class of multiple old ages. such as how the content flows from the in-between school to high school old ages ( Case. 2008 ) . The perpendicular alliance of the statistics criterions established by the West Virginia Department of Education ( 2011 ) presents an issue to which pupil acquisition is negatively affected.

The in-between school statistics criterions illustrate that pupils must show the command of six different major constructs. The high school statistics criterions illustrate that there are 10 subjects in which the pupils must get the hang. The differing constructs are correlating between the center and high school as illustrated in Table 1.

Table 1.
Statistical Concepts Presented in the West Virginia Mathematics Standards

Middle School High School
1. Display data sets utilizing a ) point secret plans. B ) histograms. and degree Celsius ) box plots 1. Descriptive statistics. including: [ take colon ( if the preceding words indicate a series follows. a colon is excess ) ] a ) point secret plans. B ) histograms. and degree Celsius ) box plots 2. Use steps of cardinal inclination 2. Compare centre and spread of two sets of informations 3. Use steps of variableness 3. Create and utilize bipartisan frequence tabular arraies 4. Determine the chance of the happening of an event 4. Use of scatterplots to expose two sets of informations 5. Probabilities of compound events utilizing: a ) tree diagrams. B ) lists. degree Celsius ) tabular arraies. and vitamin D ) simulations 5. Interpret additive theoretical accounts 6. Bivariate measuring informations utilizing: a ) scatterplots and B ) linear equations 6. Distinguish between relationships as correlativity and causing 7. Use independent and conditional chances

8. Compute chances of compound events
9. Draw illations and decisions from collected informations 10. Interpret geometric chance constructs

In add-on to exposing the criterions mandated by the West Virginia Department of Education ( 2011 ) . the writer has used foregrounding to exemplify the correlating statistics criterions included at both the center and high school. As illustrated. a bulk of the in-between school statistics criterions are intertwined into the high school criterions ; nevertheless. they spread across varies old ages. For case. the usage of ocular shows. such as dot secret plans. histograms. and box secret plans is taught within the 6th class course of study. and is non mandated to be reviewed until 9th class ( West Virginia Department of Education. 2011 ) . This spread in clip represents an issue that the writer will turn to within the betterment program.

Curriculum Alignment
Curriculum alliance should be a end of every educational section as they seek to patch together criterions across legion class degrees ( Wiles & A ; Bondi. 2007 ) . When there is evident ambiguity within the criterions. it stands that pedagogues will hold a hard clip with guaranting distinguishable course of study alliance. As Wiles ( 2009 ) provinces. criterions must be written by clearly saying the information to be measured every bit good as written in a signifier that leads to some signifier of appraisal. Wordss used within the West Virginia Department of Education ( 2011 ) criterions include understand. cognize. and observe. which do non excuse a method of appraisal to guarantee that pupils achieve what the criterions require.

Proper alliance requires that pedagogues can trust on pupils get the hanging anterior cognition in old old ages. therefore fixing them to construct upon that cognition with new content. Without proper indexs. such as assessable criterions. there is no manner to guarantee that pupils have that proper background cognition to get the hang the new stuffs ( Clarke et al. . 2006 ) . The attack to learning the same statistical constructs varies. depending on the class degree. For illustration. in 6th grade the development of ocular shows of informations will be reasonably simple ; nevertheless. the shows expected from a 9th class pupil physique from that simple apprehension to a deeper degree of comprehension. The linguistic communication used within the criterion presented by the West Virginia Department of Education ( 2011 ) specifies that the 6th class pupil will understand ocular shows and three old ages subsequently pupils are to make the ocular shows. There is a spread in which pupil apprehension is non bridged from twelvemonth to twelvemonth to guarantee complete comprehension ( West Virginia Department of Education. 2011 ) .

With several of the criterions the West Virginia Department of Education ( 2011 ) specifies the being of spreads in two distinguishable countries. The first country is the usage of description in footings of centre and spread. In the in-between school mathematics schoolroom. pupils are expected to depict the spread and centre of a set of informations ; take that cognition base in the high school and be able to sum up the statistic features ( West Virginia Department of Education. 2011 ) . Again the cognition edifice block is apparent in description of the execution of additive theoretical accounts from the in-between school to the high school. At the in-between school degree. the pupils are expected to put or make a additive map ; taking “a more sophisticated look” as a high school pupil by analysing the tantrum of the additive theoretical account to the two sets of informations ( West Virginia Department of Education. 2011. p. 70 ) . Improvement Plan

The author’s betterment program focuses on the fusion of both the criterions and the pedagogues involved in utilizing the course of study in their schoolrooms. The dissection of the current statistics criterions to show a concrete flow from in-between school to high school every bit good as from class to rate and will let pupils to hold non merely a huge and thin degree of understanding. but an in-depth comprehension of the statistical stuffs. By acquiring the pedagogues together to help in this procedure. the pupils benefit as the pedagogues have an apprehension of the mental capablenesss of the pupils that they teach.

In add-on to organizing a flow within the course of study. the betterment program supports the authorship of statistical criterions to take toward measuring. As Wiles ( 2009 ) states criterions necessitate to be measureable. therefore leting pedagogues to find the degree of command achieved by pedagogues. The usage of Bloom’s Taxonomy will guarantee that pupils are challenged harmonizing to the degree in which they are at academically ( Anderson. Krathwohl. & A ; Bloom. 2001 ) . Table 2 illustrates a logical promotion through a statistics criterion. Table 2.

Logical Advancement through a Statistics Standard Using Bloom’s Taxonomy

Middle School High School
6th Grade 7th Grade 8th Grade 9th Grade 10th Grade 11th/12th Grade Students will enter a set of informations utilizing a ) point secret plan. B ) histogram. and degree Celsius ) box secret plan. Students will compare informations utilizing a ) point secret plan. B ) histogram. and degree Celsius ) box secret plan. Students will build a ) point secret plan. B ) histogram. and degree Celsius ) box secret plan given informations sets. Students will compare and contrast informations utilizing a ) point secret plan. B ) histogram. and degree Celsius ) box secret plan. Students will roll up informations and compose reading utilizing a ) point secret plan. B ) histogram. and degree Celsius ) box secret plan. Students will construe and warrant show of informations utilizing a ) point secret plan. B ) histogram. and degree Celsius ) box secret plan.

In add-on to the logical promotion demonstrated through Table 2. the betterment program will supply professional development for pedagogues at all degrees. This professional development offers methods of appraisal at each degree to guarantee that pupils have progressed successfully through the appropriate degree of taxonomy anterior to traveling on to the following class degree.

To aline course of study successfully. pedagogues need to work together to profit the pupils larning procedure. Although. West Virginia Department of Education ( 2011 ) presents several statistical criterions that follow a concrete flow. this flow needs to be exhibited through all criterions. The footing of betterment program presented by the writer is to link the cognition of the pedagogues with the criterions to find the most consequence flow every bit good as create criterions that can be actively measured harmonizing to Bloom’s Taxonomy. Students’ need a solid motion through Bloom’s Taxonomy to guarantee that there is complete comprehension and apprehension of the statistical constructs presented through the in-between school and high school ( Anderson. Krathwohl. & A ; Bloom. 2001 ) . As DuFour. DuFour. and Eaker ( 2008 ) the criterions and appraisals are given to the benefit of the pupil. with the program to advance a greater success rate with pupils in the country of statistics.

Mention

Anderson. L. W. . Krathwohl. D. R. . & A ; Bloom. B. S. ( 2001 ) . A taxonomy for larning. instruction. and measuring: A alteration of Bloom’s taxonomy of educational aims. London: Longman. Case. B. ( 2008 ) . Horizontal and perpendicular alliance. Pearson Education. Clarke. N. A. . Stow. S. . Ruebling. C. & A ; Kayona. F. ( 2006 ) . Developing standards-based course of study and appraisals: Lessons learned from the field. The Clearing House. 79 ( 6 ) . 258-261. * DuFour. R. . DuFour. R. . & A ; Eaker. R. ( 2008 ) . Revisiting professional acquisition communities at work: New penetrations for bettering schools. Bloomington. Inch: Solution Tree Press. * West Virginia Department of Education. ( 2011 ) . Following coevals content criterions and objects for mathematics in West Virginia schools ( Report No. 2520. 2B ) . Charleston. WV: West Virginia Board of Education. * Wiles. J. & A ; Bondi. J. ( 2007 ) . Curriculum development. ( 7th Ed. ) . Columbus. Ohio: Merrill. * Wiles. J. ( 2009 ) . Developing successful K-8 schools: A principal’s usher. Thousand Oaks. CA: Corwin Press.

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