y'(x) = 6x^2 - 6x - 36 = 0
6(x^2 - x - 6) = 0
6(x - 3)(x + 2) = 0
x1 = -2; y(-2) = 2(-8) - 3*4 - 36(-2) + 40 = -16 - 12 + 72 + 40 = 84
x2 = 3; y(3) = 2*27 - 3*9 - 36*3 + 40 = 54 - 27 - 108 + 40 = -41
<span>а) (12а-6а² +5)-(2а-3а²) = -6а</span>²+12а+5-2а+3а² = -3а²+10а+5
<span>б) 2с(с²+3с-1) = 2с</span>³+3с²-с<span>
в) (3а-5)(4а-3) = 12а</span>² - 20а - 9а +15 = 12а² -29а +15<span>
г) (х+4)(х²+2х-3) = х</span>³+2х²-3х+4х²+8х-12 = х³+6х²+5х-12
S₃=a₁(q³-1)/(q-1) a₁=S₃(q-1)/(q³-1)=39(-4-1)/(-4³-1)=-195/-65=3
<span>S₄=a₁(q⁴-1)/(q-1)=3(-4⁴-1)/(-4-1)=3*255/-5=765/-5=-153
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<span>(a + b)2(a - b)=2(a^2-b^2)=2a^2-2b^2</span>