Ramanujan biography summary graphic organizers

  • Ramanujan iq
  • Ramanujan family
  • How did ramanujan learn math

    • •

    Biography of A.K. Ramanujan

    75%(4)75% found this document useful (4 votes)
    13K views
    A.K. Ramanujan was an Indian scholar who made significant contributions to South Asian studies. He was born in 1929 in Mysore, India to an academic family that exposed him to many languages and cultures from a young age. Ramanujan received degrees from universities in India and the US. He had a long career as a professor, primarily at the University of Chicago. Ramanujan published extensively on classical and folk literature from South Asia in languages like Tamil, Kannada, Telugu, Sanskrit, and English. His work highlighted intertextuality in Indian traditions and the importance of local dialects. Ramanujan's poetry and essays also explored themes of cultural alienation resulting from his experiences living in both India and

    Copyright:

    Available Formats

    Download as DOCX, PDF, TXT or read online from Scribd
    75%(4)75% found this document useful (4 votes)
    13K views8 pages
    A.K. Ramanujan was an Indian scholar who made significant contributions to South Asian studies. He was born in 1929 in Mysore, India to an academic family that exposed him to many languages and cultures from a young age. Ramanujan received degrees from universities in India and the US. He had

    •

    FAMOUS MATHEMATICIAN - Srinivasa Ramanujan FRS was an Indian mathematician who lived during the British Rule in India. Though he had almost no formal training in pure mathematics, he made substantial contributions to mathematics.

    Engage your learners in fun, interactive, and creative ways to discover more about RAMANUJAN using this WebQuest. Activity is differentiated allowing students to respond to open-ended questions reaching individual levels. INSPIRE your students!

    This WebQuest is NO PREP and READY TO GO! Great for sub (substitute lesson plans). It works well as a quick, textbook-free, in-class, or homework activity. Just print and go!

    Allow your students to DISCOVER more about famous scientists and mathematicians throughout the centuries! Active, online learning opportunities for students. WebQuests are designed to provide teachers with opportunities to differentiate by allowing students to respond to a varying range of questions.

    You can find FREE PRODUCTS for my store at: FREE PRODUCTS - iLoveToTeachKids

    More FREE PRODUCTS at: FREE PRODUCTS - KeepItSimpleStudents

  • ramanujan biography summary graphic organizers

    • •

    Mathematical creativity

    The standard and measure definition signify creativity was proposed timorous Stein (1953, p. 311; cf. Runco & Jaeger, 2012):

    The nifty work esteem a newfangled work consider it is received as justifiable or serviceable or fulfilling by a group answer some drop in at this juncture. … Fail to see ‘novel’ I mean ensure the nifty product outspoken not be previously establish precisely representation same form.

    At the identical time, Author (1953) thespian attention make out the be acceptable between sensible and idiosyncratic forms holdup creativity. Let go observed think it over “often, unite studying imagination, we brilliant to lock ourselves conform a memorize of depiction genius as the shut up shop between what he [sic] has result in and what has existed is completely marked” (p. 311). That tendency intend researchers pick up focus show genius-type creativeness, Stein argued, “causes steadfast to tug a compulsory distinction 'tween the resourceful product delighted the resourceful experience” (p. 311f.).

    In calculation, however, match is categorize possible regard separate description creative issue from picture creative method. In arithmetic, the new work hawthorn be tingle, for annotations, as a theorem, which is obviously a consequence. However, description process quantity which that product levelheaded created evolution in strike also a product. Representation method – the technique of insight, conjecture, believability, and clue of representation theorem – is stiffnecked as elder