Если ㏒_b (a) =1/3, то ㏒ₐ b = 3
㏒ₐ(a¹²b¹³)= ㏒ₐa¹²+㏒ₐ b¹³ = 12㏒ₐ a + 13㏒ₐ b= 12*1+13 *3=12+39 = 51
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если ㏒ₐ √b = ㏒ₐ b ¹/₂= 1/2*㏒ₐ b ; 1/2 ㏒ₐ b =6/10 ,то 1/2㏒_b (a) = 1/2*10/6
㏒_b(a⁶*b⁹⁹)=㏒_b (a⁶) + ㏒_b(b⁹⁹) = 6*㏒_b (a) + 99*1 = 6*(1/2)*(10/6) +99 =
=5+99=104
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если ㏒_b(a¹/₆)=1/6*㏒_b(a)=7.то ㏒_b(a)=7:1/6 =42
㏒_b(⁴√a* ⁵√b) = ㏒_b(⁴√a) + ㏒_b(⁵√b) = ㏒_b(a¹/⁴)+㏒_b(b¹/₅) =
= 1/4㏒_b(a )+ 1/5 ㏒_b(b ) =1/4 *42+1/5= 10.5+0.2=10 .7
X^2 = 12-x (x#3;-3)
x^2 + x - 12=0
x= -1 +- 7 / 2 = -4; 3
OTB: x=-4
__________________________ Сложим слагаемые попарно
(2x+3x)+ (y+(-y)) = 11 +9
5x = 20
x= 4
Тогда y = 3x-9 = 3*4-9 = 3
2)
__________________________ Сложим слагаемые попарно
(5x+7x) + (-2y+2y) = 6 + 6
12x = 12
x = 1
Тогда 2y = 6-7x = 6 - 7* 1 = -1
y = -0,5
=6ab-9b^2+a^2-6ab+9b^2=a^2=4/49