Logarifmlar

Tenglamani yeching: $3^{x} = 9$

Hisoblang: $\log_{5} 25$

$\log_{3} x = 2$ boʻlsa, $x$ ni toping.

Tenglamani yeching: $\log_{3}(x - 2) = 3$

Tenglamani yeching: $3^{x + 2} + 3^{x} = 30$

$\log_{x} 125 = 3$ boʻlsa, $x$ ni toping.

Hisoblang: $\log_{5} 5 + \log_{5} 125$

Tenglamani yeching: $\log_{3} x + \log_{3} 3 = 2$

Tenglamani yeching: $\log_{7}(x - 5) = \log_{7}(3x - 19)$

Hisoblang: $5^{\log_{5} 3}$

Hisoblang: $\log_{5} \frac{1}{125}$

Tenglamani yeching: $3^{2x + 3} = 243$

Tenglamani yeching: $\log_{2}(2x - 4) = 3$

$\log_{2} x = -3$ boʻlsa, $x$ ni toping.

$\log_{x} \frac{1}{9} = -2$ boʻlsa, $x$ ni toping.

Tenglamani yeching: $5^{x + 2} + 5^{x} = 650$

Tenglamani yeching: $\log_{3} x - \log_{3} 7 = 2$

Hisoblang: $\log_{3} 63 - \log_{3} 7$

Hisoblang: $3^{2 + \log_{3} 3}$

Tenglamani yeching: $\log_{3}(x) = \log_{3}(3x - 14)$

Tenglamani yeching: $27^{x} = 243$

Hisoblang: $\log_{27} 243$

$\log_{3}(x^2 + 17) = 4$ tenglamaning musbat ildizini toping.

$\log_{\frac{1}{3}} x = -3$ boʻlsa, $x$ ni toping.

$\log_{x} 3 = \frac{1}{2}$ boʻlsa, $x$ ni toping.

Tenglamani yeching: $3^{x + 2} - 3^{x} = 648$

Hisoblang: $2\log_{5} 250 - \log_{5} 2500$

Tenglamani yeching: $\log_{3} x + \log_{3}(x + 6) = 3$

Tenglamani yeching: $\log_{5}(x^2 - 32) = \log_{5}(4x)$

Hisoblang: $9^{\log_{3} 3}$