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Whitman Elementary - Tulsa Public Schools

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Grade / Instructional Focus: 3rd Grade Mathematics<br />

Groups: _X_ Regular; _X_ IEP; _X_ ELL; _X_ Econ. Disadvantaged; _X_ Race; X_ Gender<br />

Goal: All third grade students will demonstrate mathematics proficiency at grade level or<br />

above grade level on the Oklahoma Core Curriculum Test.<br />

Achievement Objective / Benchmark (median scores or assessment nomenclature):<br />

Standard Objective PASS Current %<br />

or<br />

assessment<br />

nomenclature<br />

Patterns &<br />

Algebraic<br />

Reasoning<br />

8/18%<br />

Problem Solving<br />

4 test items<br />

@ least half<br />

will score __<br />

as %<br />

or assessment<br />

nomenclature<br />

Years as<br />

Issue<br />

1.2 63% 88% 07-08,<br />

08-09<br />

Number Sense<br />

7/16%<br />

Whole Numbers &<br />

Fractions<br />

4 test items<br />

2.2 50% 75% 06-07,<br />

07-08<br />

Interventions / Strategies:<br />

The following research-based strategies have been chosen specifically to meet the needs of<br />

students of each gender and race as well as those who are Special Needs or economically<br />

challenged. Female students benefit from verbal interaction, descriptive narration, and<br />

expressing emotional connections/experiences to the information. Male students benefit from<br />

simple, analytic explanation, kinesthetic movement, and visual images to aid in retention of<br />

information. According to Ruby Payne, economically challenged students, need to know the<br />

“why” and “how” of a topic, before they can learn it. With those needs in mind, the following<br />

interventions/strategies have been chosen:<br />

1.2<br />

Third grade teachers will use graphic organizers and t-charts to teach problem solving<br />

strategies. Third grade teachers will expose their students to “Daily Math Problems” as well<br />

as integrated reading.<br />

2.2<br />

Third Grade teachers will use meta cognitive strategies to teach students how to order<br />

fractions and decimals on a number line. Asking students to verbalize their thinking while<br />

working helps students become aware of their thinking process and improve problem-solving<br />

so that they become aware of the strategies they use. Using money as a reference activates<br />

students’ previous knowledge and helps students use the decimal system efficiently.<br />

Walt <strong>Whitman</strong> SIPlan 0910.1 - Page 36

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