Masterclass Certificate in Math Fluency and Innovation in Education
-- ViewingNowThe Masterclass Certificate in Math Fluency and Innovation in Education is a comprehensive course designed to empower educators with the latest teaching strategies and techniques. This course emphasizes the importance of math fluency and innovative teaching methods to improve student engagement and learning outcomes.
2,413+
Students enrolled
GBP £ 140
GBP £ 202
Save 44% with our special offer
ě´ ęłźě ě ëí´
100% ě¨ëźě¸
ě´ëěë íěľ
ęłľě ę°ëĽí ě¸ěŚě
LinkedIn íëĄíě ěśę°
ěëŁęšě§ 2ę°ě
죟 2-3ěę°
ě¸ě ë ěě
ë기 ę¸°ę° ěě
ęłźě ě¸ëśěŹí
⢠Mathematical Foundations: Building a solid understanding of fundamental mathematical concepts, including number sense, operations, and algebraic thinking.
⢠Fostering Math Fluency: Developing strategies to increase students' speed and accuracy in computing math facts, while also emphasizing conceptual understanding.
⢠Innovative Instructional Strategies: Exploring research-based teaching methods for math instruction, such as the gradual release of responsibility model, inquiry-based learning, and metacognition.
⢠Assessment and Evaluation: Understanding the role of assessment in math instruction and learning to use formative and summative assessments effectively to inform instruction and measure student progress.
⢠Differentiated Instruction: Learning how to modify instruction and materials to meet the individual needs and learning styles of students.
⢠Technology in Math Education: Integrating technology into math instruction, including the use of educational apps, online resources, and virtual manipulatives.
⢠Culturally Responsive Teaching: Incorporating students' cultural backgrounds, experiences, and perspectives into math instruction to increase engagement and motivation.
⢠Real-World Applications: Connecting mathematical concepts to real-world situations and problems to help students see the relevance and importance of math.
⢠Critical Thinking and Problem Solving: Developing students' ability to think critically and solve complex problems, using math as a tool for inquiry and discovery.
⢠Reflective Practice and Continuous Improvement: Engaging in ongoing reflection and self-assessment to continually improve math instruction and promote student learning.
ę˛˝ë Ľ 경ëĄ
ě í ěęą´
- 죟ě ě ëí 기본 ě´í´
- ěě´ ě¸ě´ ëĽěë
- ěť´í¨í° ë° ě¸í°ëˇ ě ꡟ
- 기본 ěť´í¨í° 기ě
- ęłźě ěëŁě ëí íě
ěŹě ęłľě ěę˛Šě´ íěíě§ ěěľëë¤. ě ꡟěąě ěí´ ě¤ęłë ęłźě .
ęłźě ěí
ě´ ęłźě ě ę˛˝ë Ľ ę°ë°ě ěí ě¤ěŠě ě¸ ě§ěęłź 기ě ě ě ęłľíŠëë¤. ꡸ę˛ě:
- ě¸ě ë°ě 기ę´ě ěí´ ě¸ěŚëě§ ěě
- ęśíě´ ěë 기ę´ě ěí´ ęˇě ëě§ ěě
- ęłľě ě겊ě ëł´ěě
ęłźě ě ěąęłľě ěźëĄ ěëŁí늴 ěëŁ ě¸ěŚě뼟 ë°ę˛ ëŠëë¤.
ě ěŹëë¤ě´ ę˛˝ë Ľě ěí´ ě°ëŚŹëĽź ě ííëę°
댏롰 ëĄëŠ ě¤...
ě죟 돝ë ě§ëŹ¸
ě˝ě¤ ěę°ëŁ
- 죟 3-4ěę°
- 쥰기 ě¸ěŚě ë°°ěĄ
- ę°ë°Ší ëąëĄ - ě¸ě ë ě§ ěě
- 죟 2-3ěę°
- ě 기 ě¸ěŚě ë°°ěĄ
- ę°ë°Ší ëąëĄ - ě¸ě ë ě§ ěě
- ě 체 ě˝ě¤ ě ꡟ
- ëě§í¸ ě¸ěŚě
- ě˝ě¤ ěëŁ
ęłźě ě ëł´ ë°ę¸°
íěŹëĄ ě§ëś
ě´ ęłźě ě ëšěŠě ě§ëśí기 ěí´ íěŹëĽź ěí ě˛ęľŹě뼟 ěě˛íě¸ě.
ě˛ęľŹěëĄ ę˛°ě ę˛˝ë Ľ ě¸ěŚě íë
