I sometimes wonder if our students realize how much we learn through reading and reflecting as we teach! As I finish up the paperwork after a semester immersed in assessment, thanks to "teaching" about it, I really need to document my thoughts.......
It's easy to talk the talk and much harder to walk the walk in the area of assessment-guided, differentiated instruction. Knowing a student's strengths and needs is a lot of work, takes time and requires more than one assessment! Yet, it is essential for effective teaching and supports learning for all students. For our strongest and for our most struggling students, assessment-guided instruction makes all the difference in the world. Programs and formats work best when we can use our students' strengths to support their needs.
Classroom teachers use:
Pretests help us know what a learner can do before we start teaching a specific skill' however, they are rarely diagnostic in their focus and cannot, usually, spot weaknesses or holes that might stand in the way of new learning. In addition, pretests measure progress at a moment in time rather than as learning occurs.
Formative assessments is integrated into our teaching, seamlessly. Do-nows and exit tickets are some of my own favorite means of formative assessment; however, running records (the real Marie Clay kind), turn and talks and thumbs up are also pretty much integrated into every day teaching in most classrooms. Some studies (Stiggins) suggest students gain much more in classrooms where formative assessments guide instruction.
Summative assessments are used at the end of a unit of study to measure student learning.
Screening assessments help us to know which students might need more support. They are typically given at the beginning of a year as a measure of which students might need support. They measure prior learning.
Formative assessments is integrated into our teaching, seamlessly. Do-nows and exit tickets are some of my own favorite means of formative assessment; however, running records (the real Marie Clay kind), turn and talks and thumbs up are also pretty much integrated into every day teaching in most classrooms. Some studies (Stiggins) suggest students gain much more in classrooms where formative assessments guide instruction.
Summative assessments are used at the end of a unit of study to measure student learning.
Screening assessments help us to know which students might need more support. They are typically given at the beginning of a year as a measure of which students might need support. They measure prior learning.
Literacy specialist/special education teachers use all of these plus:
Progress monitoring assessment are used to determine if an intervention or a strategy is making a difference.
Diagnostic assessments help us understanding how student's learn and identify strengths and needs. For students who struggle, this must be a part of what we do so that we can effectively modify/differentiate instruction.
Here are a few places to start:
Dibles https://dibels.uoregon.edu/
Reading A-Z http://www.readinga-z.com/assessments/phonics-assessment/
Los Angels County http://teams.lacoe.edu/reading/assessments/assessments.html
SDE http://www.sde.ct.gov/sde/lib/sde/pdf/curriculum/cali/elementary_assessments_4-9-12.pdfReading A-Z http://www.readinga-z.com/assessments/phonics-assessment/
Los Angels County http://teams.lacoe.edu/reading/assessments/assessments.html
K-12 https://eprcontent.k12.com/placement/placement/placement_langarts_2.html
Scholastic http://www.senia.asia/wp-content/uploads/2011/02/CORE-Phonics-Survey-Scholastic.pdf
LINCS http://lincs.ed.gov/readingprofiles/MC_Word_Analysis.htm
Fuchs: www.studentprogress.org/library/training/.../usingcbmreading.pdf
Easy CBMs https://www.google.com/#q=progress+monitoring+assessments
RTI http://www.rti4success.org/essential-components-rti/progress-monitoring
Intervention Central http://www.interventioncentral.org/curriculum-based-measurement-reading-math-assesment-tests
A Good Read: http://books.google.com/books?id=-30OYvQsfGMC&printsec=frontcover&source=gbs_ge_summary_r&cad=0#v=onepage&q&f=false
Fountas and Pinnell
![](data:image/png;base64,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)
Scholastic http://www.senia.asia/wp-content/uploads/2011/02/CORE-Phonics-Survey-Scholastic.pdf
LINCS http://lincs.ed.gov/readingprofiles/MC_Word_Analysis.htm
Fuchs: www.studentprogress.org/library/training/.../usingcbmreading.pdf
Easy CBMs https://www.google.com/#q=progress+monitoring+assessments
RTI http://www.rti4success.org/essential-components-rti/progress-monitoring
Intervention Central http://www.interventioncentral.org/curriculum-based-measurement-reading-math-assesment-tests
A Good Read: http://books.google.com/books?id=-30OYvQsfGMC&printsec=frontcover&source=gbs_ge_summary_r&cad=0#v=onepage&q&f=false
Fountas and Pinnell
No comments:
Post a Comment