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222-9+11+12:2*14+14 = ? ( )

Toán Lớp 7: Tìm `n`: `a)9.27^n=3^5` `b)(2^3:4).2^n=4` `c)3^(-2).3^4.3^n=3^7` `d)2^(-1).2^n+4.2^n=9.2^5`

Toán Lớp 7: Tìm n:
a)9.27^n=3^5
b)(2^3:4).2^n=4
c)3^(-2).3^4.3^n=3^7
d)2^(-1).2^n+4.2^n=9.2^5

Comments ( 2 )

  1. a)9.27^n=3^5
    <=>3^2 .27^n=3^5
    <=>27^n=3^3
    <=>27^n=27
    <=>n=1
    Vậy n=1
    b)(2^3:4).2^n=4
    <=>(2^3:2^2).2^n=4
    <=>2.2^n=4
    <=>2^n=2
    <=>n=1
    Vậy n=1
    c)3^-2 .3^4 .3^n=3^7
    <=>3^2. 3^n=3^7
    <=>3^n=3^5
    <=>n=5
    Vậy n=5
    d)2^-1 .2^n+4.2^n=9.2^5
    <=>2^n(2^-1+4)=9.2^5
    <=>2^n. 9/2=9.2^5
    <=>2^n=2^6
    <=>n=6
    Vậy n=6

  2. a, 3^2 . 3^(3.n) = 3^5
    ⇔ 2 + ( 3 . n ) = 5
    ⇔ 3 . n = 3
    ⇔ n = 1
    Vậy n = 1
    b, ( 2^3 : 4 ) . 2^n = 4
    ⇔ ( 2^3 : 2^2 ) . 2^n = 2^2
    ⇔ ( 3 – 1 ) . n = 2
    ⇔ 2 . n = 2
    ⇔ n = 1
    Vậy n = 1
    c, 3^(-2) . 3^4 . 3^n = 3^7
    ⇔ -2 + 4 + n = 7
    ⇔ 2 + n = 7
    ⇔ n = 5
    Vậy n = 5
    d, 2^(-1) . 2^n + 4 . 2^n = 9 . 2^5
    ⇔ 2^(-1) + 2^n + 2^2 . 2^n = 9 . 2^5
    ⇔ 2^n . 9/2 = 9 . 2^5
    ⇔ 2^n . 1 = 2^6
    ⇔ n = 6
    Vậy n = 6

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222-9+11+12:2*14+14 = ? ( )

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