Help Ingrid to understand how the district’s CFA can assist her instruction effort?

Formative and Summative Assessments:

Discussion Question?

 

1.      Help Ingrid to understand how the district’s CFA can assist her instruction effort? Give her currant second-quarter goal. Offer one suggestion for and appropriate formative assessment strategies on language and in math?

1a. I think that Ingrid should make sure she is teaching exactly what the CFA’s  are on a daily basis, because we know as teachers things can change very quickly and at the last minute, without you knowing it. She should ask the curriculum coach to come to her class at least once a week to reassure that she is teaching the curriculum correctly to the students, also she could give a weekly teacher made text to make sure that all students are on track to what is being taught.

1b. for her second quarter goal she should, after given students weekly test gather the data to help her to recognize which student is on the right track or what student may be stillstruggling. Develop a growth chart whereas you can help the parent/student know exactly what they need to work on before it’s time for the assessment test this will help student performance. Continue to use the white board have students write out a question dealing with math, this way they are really learning the meaning of math words, which also teaching them how to spell (language arts).

2.      Advice for Melanie: it is certainly true that Ms. Melanie has her hands full, dealing with kindergartners a very energetic age group. And making sure each student is learning and receiving what they should at a timely matter is a job of its own. Ms. Melanie have to release that some students go through tremendous growth during different phases, but they will continue to develop throughout the year. Their cognitive learning takes place doing different spurts and not all at once. To help Ms. Melanie make sure that her developing assessment are reached with all of her student, and keep them happy. She must be aware that some students attended pre-school and some may have not. She would have to repeat a lesson over and over again. And there is some that will catch on faster than others and some may not, but don’t feel discourage from that. Students love music as one as the learning tools to incorporate into her lesson plans, it may get old to her, but kindergartners never gets tired. I work in a FLS class in some of our students are on kindergarten level, we are going over money, we use You Tube to re-enforce it with songs, they knew they beat of each songs and the words, after a few weeks of this we give them a test on the computer on money. Star fall is another learning site we use, I suggest that you try these, you will really see the difference after a couple of weeks.

 

3.      How and why Formative assessment: is used by teachers as a part of a process to help teachers, so that they can adjust to what they are teaching in the students are learning to help improve students achievement in their core content classes.

 

3b. why Summative assessment are : this is given often throughout the school year to see what the student knows or how much they don’t know, such as benchmark testing, semester exam, end of six weeks exam.

 

 

 

Britt

 

 

•Help Ingrid to understand how the district’s CFA can assist her instructional efforts. Given her current second-quarter goals, offer one suggestion for an appropriate formative assessment strategy in Language Arts and in Math.

To help Ingrid I would give her a clear understanding of what the district’s common formative assessment means for her and help her to understand the benefit that can come from these assessments. Ingrid needs to have strategies in place that will give assistance to the students prior to the CFA’s being given.   As a suggestion for a formative assessment strategy in Language Arts, I’d suggest using white boards to assess what the students learned from the curriculum on the particular lesson. Students love using whiteboards and tend to be more confident sometimes writing answers on them than paper. For a math formative assessment, I’d suggest, a group discussion where you end with an exit question. Math is so much pencil and paper it is a nice change sometimes to have oral discussions and this is where that can come in handy.

•What advice would you give Melanie for developing assessments for learning that encourage and bring smiles to her kindergartners?  In kindergarten assessments can be tricky because you cannot leave the majority of your class to work with one student on a CFA.  I would tell Melanie to have an assessment ‘party’. On the formative assessment day have different stations set up with a fun art project (minimal like a coloring sheet or play-doh) and a light snack such as pretzels or raisins.  Use aides or parent volunteers to man the stations as you do formative assessments for an allotted period of time.

•Discuss how and why formative assessment is considered assessment for learning, and why summative assessments are considered assessment of learning. What advice would you give these teachers to help them consider the advantages of each? Formative assessments are a measurement of what students have learned. These types of assessments show us if the students are meeting the standards placed before them.  A summative assessment is a graded report showing educational result of what has been taught.  I would show these teachers the evidence that data shows from these assessments.

 

Measuring IEP Goals

Details:

Review the “Case Study and IEP Goals: Steven” to inform this assignment.

Part 1: Action Plan

Create a 250-500 word action plan to measure the goals established within the “Case
Study and IEP Goals: Steven.” Within your plan, be sure to address collaboration. Specifically, who would you need to collaborate with? How will you ensure you are receiving needed information from these professionals in order to measure the established goals?

Part 2: Graphic Organizer

Once you have created a plan, design a graphic organizer to use in aiding your plan
in meeting the goals established.

Submit your plan and graphic organizer as one deliverable.

Prepare this assignment according to the guidelines found in the APA Style Guide, located in the Student Success Center. An abstract is not required.

This assignment uses a rubric. Review the rubric prior to beginning the assignment to become familiar with the expectations for successful completion.

You are required to submit this assignment to Turnitin.

SPE-358_T4_CaseStudyandIEPGoals_Steven.docx

Case Study and IEP Goals: Steven

Steven is a 7th grade student with a musculoskeletal disorder and an intellectual disability. He participates in the self-contained classroom for 85% of the day and works with a paraprofessional when he participates in the inclusion classroom for 15% of the day. He receives physical and occupational therapy for a half hour each week.

Steven is significantly below grade level in all academic areas. He requires a lot of 1:1 support to complete assignments. His current goals focus on preparing him to be more independent and social for high school. Steven enjoys his time in the inclusion classroom because he is able to interact with more students. He is very shy and does not like to initiate conversations with other students, but will interact as soon as someone approaches him.

IEP Goals:

Given the opportunity to interact with his peers, Steven will independently greet his peer by making eye contact and saying hello 75% of the time as measured by a teacher checklist daily.

Given a choice between two activities, Steven will independently choose the activity he prefers by pointing to the picture card 75% of the time as measured by a teacher checklist daily.

Given a picture schedule, Steven will independently transition through his daily routine 75% of the time as measured by the removal of the pictures on the picture schedule (once the task is completed) daily.

Given an adapted pencil, Steven will increase his hand strength by holding the pencil for an increased amount of time throughout the semester as measured by the occupational therapist’s notes weekly.

Matching Objectives to Instruction

Matching Objectives to Instruction

Review the Common Common Core State Standards website. Select an academic standard for a content area you will be teaching that is compatible with the direct instruction model and write a two-page paper using the KUD format: know, understand, and able to do.
http://www.corestandards.org/read-the-standards/

 

For this assignment:

 

  • Write one students will understand objective, at least two students will know objectives, and at least two students will be able to do objectives to match the standard you have chosen.
  • List and describe at least two activities that could be used in a direct instruction lesson plan to support these objectives.
  • Refer to Chapters 3 and 4 of your text, at least two additional scholarly sources, and your own insights/experiences to complete this assignment.

 

Carefully review the Grading Rubric for the criteria that will be used to evaluate your assignment.

 

 

 

Book: Hansen, C. B., Buczynski, S., and Pucket, K., S. (2015). Curriculum and Instruction for the 21st Century. Bridgepoint Education.

 

If you have any questions in regards to this assignment, please feel free to ask me. Thank You!

 

Sample is attached

Review A Lesson Plan

Math 5th Grade

Lesson Plan

Tami Martin

CUR/520

December 12, 2016

Dr. Molly Dyer

 

 

Standard # Cognitive Complexity (DOK level) / Learning goal w/ language objective
 

MAFS.5.NBT.2.5

 

Fluently multiply multi-digit whole numbers using the standard algorithm (DOK1)

 

MAFS.5.NBT.2.6 Find whole number quotients of whole numbers with up to 4 digit dividends and 2 digit divisors, using strategies based on place value, the properties of operations, and / or the relationship between multiplication and division. Illustrate and explain the calculations by using equations, rectangular arrays, and/or area models. (DOK2)
   
Unit Scale  
4.0 Examples of students independently working beyond what was taught in class may include, but are not limited to:

· Creating an EXCEL spreadsheet that categorizes types of multiplication and division problems based on product unknown, group size unknown and group number unknown.

3.0 The students will

· Fluently multiply multi-digit whole numbers (not to exceed 5 digits by 2 digits) using the standard algorithm

· Find whole number quotients of whole numbers with up to 4 digit dividends and 2 digit divisors, using strategies based on place value, the properties of operations, and or the relationship between multiplication and division. Illustrate and explain the calculations by using equations, rectangular arrays, and/or area models.

 

2.0 The students will

· Multiply multi digit whole numbers (not to exceed 5 digits by 2 digits) using a variety of strategies.

· Find whole number quotients of whole numbers with up to 4 digit dividends and 1 digit divisors using a variety of strategies.

1.0 With help, the students will

· Multiply 5 digit whole numbers by 1 digit whole numbers

· Find whole number quotients of whole numbers with up to 3 digit dividends and 1 digit divisors, using a variety of strategies.

 

 

 

 

 

 

  Day 1 Day 2 Day 3
Learning Goal w/ Language Objective: I will be able to multiply multi-digit whole numbers.

 

I will be able to multiply multi-digit whole numbers. I will be able to multiply multi-digit whole numbers.
Learning Target Multiplying multi-digit whole numbers Multiplying multi-digit whole numbers Multiplying multi-digit whole numbers
 

 

 

Academic Vocabulary

Dividend, divisor,

Standard algorithm

Quotient, product

Area model

Rectangular arrays

   
Materials / Resources Math notebook

 

 

Math notebook

Multiplication Video

Math notebook

Table top Activity

Explicit modeled instruction / guided practice Bell work:

An addition problem is shown.

62,549

12,332

+2,557

Calculate the sum.

 

 

Have students complete bell work

Review responses

 

 

REVIEW: Review learning goal/scale

Have students rate themselves on the scale

(DQ 1, Element #1)

 

Review vocabulary by turning and talking with their partners. Share out.

(DQ 3, Element #14)

 

ENGAGEMENT :

3 statements are written about multiplication.

2 of them are true & 1 is not true (fiction).

Stand up when you hear the “fiction” statement

 

Example:

1. You always start with the ones digit and multiply across the top.

2. The numbers you multiply are called the product.

3. The numbers you multiply are called the factors.

 

Now you try! On your note card write 3 statements about multiplication.

Remember…2 must be true and 1 must be fiction.

 

 

 

EXPLICIT:

 

SLIDE 1:

434

x 6

 

(DQ 2, Element 6)

CRITICAL INFO: Having students color code the place value and then change color when moving on to the next digit can help. Walk students through how this is done by also using the steps within the traffic light on the slide. Students need to use standard algorithm for each problem. The stop light will be used throughout the lessons on multiplication, but today we are only focusing on the green light.

Traffic Light: when explaining the traffic light to students –

1. GREEN – (Multiply the top) means to multiply the digit in the ones place (green) by each of the digits in the top number.

2. YELLOW (drop it like it’s hot and multiply the top) means to add in the place holder and the multiply tens digit (yellow) by each of the digits in the top number.

3. RED (ADD (+) and show ‘em what you got) means to add up the green and the yellow products to get your final answer.

Answer: 2,604

(DQ. 2 Element 9)

SLIDE 2:

12,434 x 7

Answer: 87,038

(DQ. 2 Element 9)

 

GUIDED/Collaboration:

SLIDE 3:

 

3,634

x 2

 

Check for understanding: Monitor students to ensure they are ready to move to student/student guided practice. If they are not ready, continue with explicit instruction or teacher/student guided practice

 

Answer: 7,268

(DQ. 2 Element 11)

 

SLIDE 5:

21,776

x 3

 

Check for understanding: Monitor students to ensure they are ready to move to student/student guided practice. If they are not ready, continue with explicit instruction or teacher/student guided practice

 

Answer: 21,776

(DQ. 2 Element 11)

 

 

 

 

Check for understanding:

Today we are going to 
learn a new way to chat 
with our partners. Let’s learn how to play 
”Carousel Feedback“ (we will be using this method throughout the week so students get comfortable with it.)

 

Directions: Give students a minute or so to solve problem #1 independently. At the end of the minute they will pass trade papers with their shoulder partner. Each partner will write 2 comments on the paper they now have in 30 seconds. One comment should be something that they did well and the other should be something that they could do better. At the end of 30 seconds they will give papers back and repeat with #2.

 

Question #1

Answer: 4,115

 

Question #2

Answer: 19,554

 

(DQ 5 Element 27)

 

Independent Practice:

 

 

 

Exit Slip:

 

17,221

x 7

 

Answer: 17,221 x 7 = 120,547

 

 

Revisit scale and have students rate themselves again

 

 

 

Bell Work:

An addition problem is shown:

 

36,549 + 37,332 + 6,437

 

Calculate the sum.

 

 

Have students complete bell work. Review responses.

 

 

REVIEW: Review the learning goal/scale. Have students rate themselves on the scale.

(DQ 1, Element #1)

 

 

 

 

Review vocabulary by turning and talking to their partners. Share out.

(DQ 3, Element #14)

 

ENGAGEMENT:

Multiplication Video

 

Q: What stop light step does Wacko forget?

 

Q: Is Wacko wrong for not using that step?

 

 

EXPLICIT:

CRITICAL INFO

Traffic Light: when explaining the traffic light to students –

1. GREEN – (Multiply the top) means to multiply the digit in the ones place (green) by each of the digits in the top number.

2. YELLOW (drop it like it’s hot and multiply the top) means to add in the place holder and the multiply tens digit (yellow) by each of the digits in the top number.

3. RED (ADD (+) and show ‘em what you got) means to add up the green and the yellow products to get your final answer.

 

SLIDE: 19

34 x 46

 

Answer: 34 x 46 = 1,564

 

SLIDE 20:

374 x 53

 

Answer: 374 x 53 = 19,822

 

GUIDED/Collaboration:

 

 

Check for understanding:

Monitor students to ensure they are ready to move to student/student guided practice. If they are not ready, continue with explicit instruction or teacher/student guided practice

 

SLIDE: 21

47 x 35

 

Answer: 47×35= 1,645

 

SLIDE: 22

591 x 72

 

Answer: 42,552

 

 

 

 

SLIDE: 23

89 x 24

625 x 15

 

INDEPENDENT:

 

1. Provide the independent questions to students

2. Students should not have to spend time copying the questions

3. List all independent questions on one slide

 

Check for understanding: Based on your checks for understanding – students may work in pairs or in a teacher-led small group to complete the independent practice problems

 

Answers:

1. 24 x 14 = 336

2. 145 x 21 = 3,045

3. 17 x 38 = 646

4. 653 x 45 = 29,385

 

 

 

 

EXIT SLIP

 

In this flag, solve the following problem:

233 x 65

 

 

In this flag, write one important piece of information that you learned about multiplying from today’s lesson.

 

 

 

Bell Work:

An addition problem is shown:

 

10,984 + 73,977 + 8,352 =

 

Calculate the sum. (93,313)

 

 

Have students complete bell work. Review responses.

 

 

 

REVIEW: Review the learning goal/scale. Have students rate themselves on the scale.

(DQ 1, Element #1)

 

 

 

 

Review vocabulary by turning and talking to their partners. Share out.

(DQ 3, Element #14)

 

ENGAGEMENT:

Table top activity

 

1) Give each group a copy of table top twitter slide

2) Students will each have a different colored crayon

3) Set a timer and students will write what they know about multiplying decimals

4) If a student agrees with what another student wrote they can put a smiley face & comment on what each other writes

5) Share out some of the thoughts

 

EXPLICIT:

CRITICAL INFO

Traffic Light: when explaining the traffic light to students –

1. GREEN – (Multiply the top) means to multiply the digit in the ones place (green) by each of the digits in the top number.

2. YELLOW (drop it like it’s hot and multiply the top) means to add in the place holder and the multiply tens digit (yellow) by each of the digits in the top number.

3. RED (ADD (+) and show ‘em what you got) means to add up the green and the yellow products to get your final answer.

 

SLIDE: 31

2784 x 22

Answer: 77,952

 

SLIDE:32

23,784 X 34

Answer: 808,656

 

GUIDED/Collaboration:

 

 

Check for understanding:

Monitor students to ensure they are ready to move to student/student guided practice. If they are not ready, continue with explicit instruction or teacher/student guided practice

 

SLIDE:33

3580 X 22

Answer: 78,760

 

SLIDE:34

10,604 x 47

 

Answer: 498,388

Check for understandingMonitor students to ensure they are ready to move to independent practice. If they are not ready continue with explicit instruction, teacher/student guided practice, or student/student guided practice

Today we are going practice chatting 
with our partners. Let’s play 
“Carousel Feedback“ (we will be used this method on Monday as well)

 

Directions: Give students a minute or so to solve problem #1 independently. At the end of the minute they will pass trade papers with their shoulder partner. Each partner will write 2 comments on the paper they now have in 30 seconds. One comment should be something that they did well and the other should be something that they could do better. At the end of 30 seconds they will give papers back and repeat with #2.

 

Answer #1: 1235 x 57 = 70,395

Answer #2: 42,743 x 32 = 1,367,776

 

ESOL / ESE

Accommodations

ELL Students:

 

 

 

 

Modeling, think-pair-share, direct Instruction, think-pair-share, wait time, question for clarification

 

Modeling, think-pair-share, direct Instruction, think-pair-share, wait time, question for clarification

 

 

 

 

Modeling, think-pair-share, direct Instruction, think-pair-share, wait time, question for clarification

 

 

Assessments

 

 

 

Independent Practice

Student Reponses

Exit Slip

Independent practice

Exit Slip

 

Independent practice

Exit Slip

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Reflection:

This lesson is a 5th grade lesson that focuses on multiplying multi-digit numbers fluently. In order for students to be able to perform the grade level standard, students need to be able to recall basic multiplication facts. In this lesson, each type of learner’s needs is addressed. Cognitive structures are presented throughout the lessons. These structures allow for learners to organize information for understanding and recall. The videos provide students with a visual to understand the steps when multiplying multi-digit numbers. The video is easy to follow and bright with colors. The information from the video is placed on an anchor chart for students to refer to, but once again it is another type of visual. In this lesson, comparative learning and symbolic representative learning strategies are addressed with the use of the video and reiterating the steps to perform the mathematical process. There are several strategies included in the lesson plan to address each individual learner. I included several collaboration strategies to help students develop their math sense, in addition to provide support for the low performing students. Using the Carousel Feedback gives students the opportunity to work on a problem, but to give feedback on their peers’ work. While students are working on their problem, I am monitoring for understanding asking groups to explain the steps in solving the problems and checking for understanding. Students ability to evaluate, problem solve, and analyze, the mathematical process, students are applying the abstract logical reasoning. Using effective teaching strategies increases students’ fluency with multiplying multi-digit numbers.