Problem based on Medians ||

แชร์
ฝัง
  • เผยแพร่เมื่อ 6 ก.ย. 2024
  • AD, BE, CF be the median of triangle ABC
    Show that, 2(AD+BE+CF) less than 3(AB+BC+CA) less than 4AD+BE+CF)
    #OLYMPIADMATHS #mathsquestion #mathsproof #mathsproblem #mathematics #olympiad #geometry #algebra #trigonometry #equation #Ineqyality #inequalities #inequation #geometry #simplification #mathsexam #iit
    Send your doubts
    WhatsApp +916299011254
    Telegram t.me/focus4maths
    for more queries you can contact
    theteachtalk@gmail.com
    for more doubts and questions and their solution, please follow on instagram ...
    #math #mathproblems #mathsclass #olympiad #ncert #pearson #brainmapping #ganit #class10 #class11maths #class12maths
    Watch this playlist
    MATHEMATICAL INDUCTION
    • Mathematical induction
    Playlist of algebra
    PI
    • Pi
    INEQUALITY
    • Inequality
    OLYMPIAD
    • Olympiad
    TRIGONOMETRY
    • Trigonometry
    GEOMETRY
    • Proof of formula
    CO-ORDINATE GEOMETRY
    • Co-ordinate geometry
    IMPORTANT SEQUENCES
    • Important sequence
    EXPONENTIAL EQUATION
    • Exponential equation
    SIMPLIFICATION
    • Simplification
    LOGARITHMIC
    • Logarithms
    PROOF OF FORMULA
    • Proof of formula
    POLYNOMIALS
    • Polynimials
    FIND THE ANGLE
    • Find the angle
    CLASS IX GEOMETRY
    • Class IX geometry
    About me:
    Hi, I'm Shashi. Maths teacher. Post graduate in Mathematics from L. s. College, muzaffarpur Bihar.
    Mathematics faculty in Siksha Vatika, IIT institue in Samastipur.
    Thanku.
    #mathsworld
    #focus4maths
    #Lscollege

ความคิดเห็น • 2