A Nice Algebra Math Simplification | Math Olympiad

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  • Опубликовано: 16 май 2024
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    Check out this video on how to solve for a in this nice algebra Math Simplification, Math Olympiad
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Комментарии • 7

  • @mohinkhan2503
    @mohinkhan2503 21 день назад

    ❤❤❤❤❤❤❤❤❤❤❤❤❤

  • @user-xh3ih4ks9y
    @user-xh3ih4ks9y 17 дней назад

    √3a=a^2 則3a=a^4 3=a^3
    a=3^(1/3)

  • @Stereo4102
    @Stereo4102 21 день назад

    a² / √3 = √a
    (a² / √3)² = a
    a⁴ / 3 = a
    3(a⁴ / 3) = (a)3
    a⁴ = 3a
    a⁴/a = 3
    a^(4 - 1) = 3
    a³ = 3
    a = ³√3

  • @comdo777
    @comdo777 21 день назад

    asnwer=1x isit

  • @walterwen2975
    @walterwen2975 21 день назад

    Math Olympiad: a²/√3 = √a; a = ?
    a ≥ 0; (a²/√3)² = (√a)², a⁴ = 3a, a⁴ - 3a = a[a³ - (³√3)³] = 0
    a(a - ³√3)[a² + a(³√3) + (³√3)²] = 0, a ≥ 0; a² + a(³√3) + (³√3)² > 0
    a = 0 or a - ³√3 = 0; a = ³√3
    Answer check:
    a = 0: a²/√3 = 0/√3 = 0 = √a; Confirmed
    a = ³√3: a²/√3 = (³√3)²/√3 = 3⁽²⸍³⁻¹⸍²⁾ = 3¹⸍⁶ = ⁶√3,
    √a = √(³√3) = (3¹⸍³)¹⸍² = 3¹⸍⁶ = ⁶√3; Confirmed
    Final answer:
    a = 0 or a = ³√3

  • @user-zj9vt9el3w
    @user-zj9vt9el3w 16 дней назад

    [(a^2)÷/3]=/a : [(a^4)/3]=a :a^4=3a : a=4/3a