X²-6x-3
D=b²-4ac
D=36-4**1*3=48
√D=√48=4√3
X1,2=(-b-+√D)/2a
X1=(6+4√3/2=3+2√3
X2=(6-4√3)/2=3-2√3
Постоять илёчынова трехчлена:
a(x-x1)(x-x2)
1*](x-(3+2√3)]*[(x-(3-2√3)
Odp: множители квадратный трехчлен x2-6x-3 to:
(x-3-2√3)(x-3+2√3)
25х - х² = 0
-x² + 25x = 0
а= - 1 ; b = 25 ; с= 0
D = 25² - 4*(-1)*0 = 25² = 625
x₁ = ( - 25 - 25)/(2*(-1)) = - 50/(-2) = 25
x₂ = (-25+25)/( 2 *(-1)) = 0
3x² - 48 = 0
a=3 ; b=0 ; с= - 48
D = 0 - 4*3*(-48) = 576 = 24²
x₁ = -24/(2*3) = - 24/6 = - 4
x₂ = 24/(2*3) = 24/6 = 4
27х - х² = 0
-х² + 27х = 0
а= - 1 ; b = 27 ; с =0
D = 27² - 4*(-1)*0 = 27² = 729
x₁ = ( -27 - 27)/(2*(-1)) = -54/ -2 = 27
x₂ = (-27 + 27) / ( 2*(-1)) = 0
4x² - 36 = 0
a= 4 ; b = 0 ; с = -36
D = - 4*4*(-36) = 576 = 24²
x₁ = -24/(2*4) =- 24/8 = - 3
х₂ = 24/(2*4) = 24/8 = 3
А7=a1+6*d⇒a1=a7-6*d⇒a1=29-6*(-3,5)⇒a1=29+6*3,5=50. Ответ: а1=50.
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Объяснение:
36a^3 ×b-20a^2 ×b^2=4ba^2 ×(9a-5b)
200х^3 -32х=4х(50х^2 -8)