WGU C109 ELEMENTARY MATHEMATICS METHODS OA PRACTICE TEST 2025/2026 COMPLETE QUESTIONS BANK WITH VERIFIED CORRECT ANSWERS|| 100% GUARANTEED PASS BRAND NEW VERSION

WGU C109 ELEMENTARY MATHEMATICS METHODS OA PRACTICE TEST 2025/2026 COMPLETE QUESTIONS BANK WITH VERIFIED CORRECT ANSWERS|| 100% GUARANTEED PASS BRAND NEW VERSION What are two strategies for planning mathematics lessons for all learners? Choose 2 answers - ANSWER Provide graphic organizers and tables for students to organize their work Include think-pair-share opportunities for students to discuss math concepts Which two statements describe teaching for all students? Choose 2 answers - ANSWER The teacher looks for ways to make tasks more relevant to students with varied backgrounds. The teacher scaffolds tasks to provide access to higher-level thinking for students. Which two statements describe learning difficulties that students from diverse groups may encounter? Choose 2 answers - ANSWER Students from other countries often solve problems or illustrate concepts differently. Students who are English Language Learners (ELL) require more time to solve problems. The objective of a lesson is for students to solve word problems involving the multiplication of multi-digit numbers. Although able to solve multi-digit multiplication problems, one student struggles to solve word problems. How can this student's needs be accommodated? Choose 2 answers - ANSWER The student solves the multi-digit multiplication problems. The teacher models the problem-solving process for the word problem, and then prompts and questions the student. The student solves word problems involving the multiplication of multi-digit numbers. The student uses a calculator to multiply the numbers. A teacher has students with special needs and students with high ability in class. The teacher grouped the students by ability level for a lesson on creating pie graphs to represent data. In the lesson, the teacher is prepared to provide step-by-step instructions for the students with special needs about how to construct a pie graph. The teacher has also planned to engage the high-ability students in constructing a survey to gather data, and creating a pie graph to summarize the data. How effectively does this lesson plan address the needs of all students? - ANSWER The lesson effectively addresses the needs of all students. The complexity of the tasks for the different groups of students is based on ability. The objective of a lesson is for students to learn to measure angles with a protractor. The teacher has grouped the students by ability. All students are given a protractor and a worksheet with pictures of many different angles. Groups of students work together to develop strategies for measuring different angles. The teacher facilitates a class discussion about these strategies after students are finished working. Which two approaches support all students in meeting this objective? Choose 2 answers - ANSWER The low-ability group receives extra support to learn to measure angles with a protractor. Students with special needs use a protractor to measure fewer angles than the other students. Which two instructional strategies support a classroom environment that encourages mathematical communication? - ANSWER Include assessment opportunities for students to explain their thinking Restate student created terminology by using precise mathematical language when introducing vocabulary. *Not Calling on Volunteers* activities promote communication about their mathematical thinking? - ANSWER Drawing pictures, creating stories. Which two tools can be used to teach a lesson on fractions? - ANSWER Tangram-Multiple different shapes that can be added or taken away. Cuisenaire rods Which two tools can help a student visualize similar triangles? - ANSWER Grid paper Dynamic geometry software - are computer programs which allow one to create and then manipulate geometric constructions, primarily in plane geometry. Students are learning about the concept of the perimeter of a rectangle. Which tool would help to effectively teach this concept? - ANSWER A ruler to measure side lengths of at least five rectangles How does a teacher use a rubric to analyze student performance? - ANSWER To assign a score to a mathematical task based on a preset scoring framework *Not Grade* Students in a fourth-grade class work on the following problem: I am thinking of a three-digit number. The number is divisible by 3, 4, and 7. The number is less than 500. The third digit is the sum of the first two digits. What is the number I am thinking of? How should the teacher use a rubric to assess the progress of the students? - ANSWER Describe the expectations of the rubric to the students before they work the problem Place Value Struggles - ANSWER A student writes six hundred three as 63. A student writes the expanded form of 32 as 3 + 2. During an in-class assignment covering the day's lesson on similar triangles, a teacher noticed several students making the following error. A first-grade class includes students who lack motivation and students with mild learning disabilities.Which two instructional strategies would meet the needs of this group of students as they study math?Choose 2 answers - ANSWER Opportunities for discussion with their peers and helping transition. The objective of a lesson is for students to solve word problems involving the multiplication of multi-digit numbers. Although able to solve multi-digit multiplication problems, one student struggles to solve word problems.How can this student's needs be accommodated?Choose 2 answers - ANSWER The student solves the multi-digit multiplication problems. The teacher models the problem-solving process for the word problem, and then prompts and questions the student. Providng the student with a calculator to answer multi-step math problems. Which two instructional strategies are useful for facilitating effective class and small group discussions about mathematics?Choose 2 answers - ANSWER Have students compare and contrast solution strategies and allowing students to share alternatvie solutions Which two questions demonstrate effective techniques to elicit mathematical discussion and thinking?Choose 2 answers - ANSWER how can you figure out the problem? can you explain your answer?