Q=3:6 = 1/2
b4 = b1*q³ = 6*1/8 = 6/8= 3/4
S5 = b4(q^5-1)/(q-1) =
=3/4*(1/32-1)/(1/2 -1) = 3/4*(-31/32): (-1/2)= 3/4*31/32*2/1)= =93/64
Ответ: 64*S = 64*93/64 = 93
3х²=18х
3х²-18х=0
3х ( х-6) = 0
произведение равно нулю, когда один из множителей равен нулю т.е.
3х = 0 или х-6=0
х₁=0
х₂=6
3х^2 + bx - 72 = 0
X1 = 8
3•64 + 8b - 72 = 0
8b = 72 - 192
b = - 120 : 8
b = - 15
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3x^2 - 15x - 72 = 0
3( x^2 - 5x - 24 ) = 0
D = 25 + 96 = 121 = 11^2
X1 = ( 5 + 11 ) : 2 = 8
X2 = ( 5 - 11 ) : 2 = - 3
A) 27/32*8/162*72/69=1/23
б) 38/147*91/152÷65/264=53/84
Ответ............................