100% (1)
Pages:
2 pages/≈550 words
Sources:
3
Style:
APA
Subject:
Education
Type:
Essay
Language:
English (U.S.)
Document:
MS Word
Date:
Total cost:
$ 7.92
Topic:

Summative Assessment: Instructional Strategies

Essay Instructions:
Exam Content Teaching mathematics to students in pre-K through Grade 3 can be challenging, but effective instructional strategies can help students build a strong foundation in math that will support their learning throughout their academic career. Research instructional strategies for teaching mathematics at the pre-K through Grade 3 levels and choose 2 to focus on for this assignment. Write a minimum of 525 words in a paper in which you analyze your selected strategies. Do the following in your paper: Justify your chosen strategies for teaching pre-K through Grade 3 students. Describe how your strategies support learning of various math concepts. Describe how to incorporate real-world problem-solving strategies. Describe questioning strategies you can implement to challenge students’ thinking and enhance their problem-solving skills. Explain why you think these strategies will be successful for diverse learners. Describe an activity for each strategy. Provide 2 resources that support your instructional strategies and/or activities. Format your paper according to APA guidelines.
Essay Sample Content Preview:
Summative Assessment: Instructional Strategies Name Institutional Affiliate Summative Assessment: Instructional Strategies Teaching mathematics in early grades demand the use of effective instructional strategies to achieve the desired learning outcomes among the young learners for the different mathematical lessons or topics taught in class. For instance, teachers in pre-K through Grade 3 may use either mathematical models or connections between formal and informal mathematics as some of the effective instructional strategies for teaching mathematics in the early grades. Mathematical Models The use of mathematical models refers to the use objects, pictures, drawings, and counters to represent abstract mathematical ideas or concepts in concrete ways CITATION Sit19 \l 1033 (Sitabkhan, 2019). Children begin to learn through observing concrete things in their environment and thus developing a concrete way of thinking before advancing to abstract thinking as they grow and develop CITATION Sit19 \l 1033 (Sitabkhan, 2019). Similarly, learning mathematical ideas among children in early grades thrives on the use of concrete materials reflecting or modelling the mathematical idea being taught. The use of these mathematical models, such as geometric figures, pattern blocks, base 10 blocks, and even a number line enhances children's ability to reason with abstract mathematical symbols in the absence of concrete representation or model for such symbols. Teaching the concept of subtraction, for instance, with the help of counting sticks further allows teachers to incorporate real-world problem solving strategies. The problem of tw...
Updated on
Get the Whole Paper!
Not exactly what you need?
Do you need a custom essay? Order right now:
Sign In
Not register? Register Now!