ответ :128 .Незачто.Заранее)Обращайся
B1 = 4
b3 - b5 = 32/81
b1·q² - b1·q^4 = 32/81
4q² - 4q^4 -32/81 = 0 |: 4
q² - q^4 -8/81 = 0
81q² - 81q^4 -8 = 0
81q^4 - 81q² +8 = 0
<em>q²= t</em>
81t² -81t +8 = 0
D = b² - 4ac = 6561 - 4·81·8 =81(81 -32) = 81·49
t1 = (81 +63)/162 = 144/162
t2 = (81 - 63)/162 = 18/162=1/9
а) q² = 144/162
q = 12√2/18
S = b1/(1-q)
S = 4/(1 - 12√2/18)
б) q² = 1/9
q = 1/3
S = b1/(1 - q)
S= 4/(1 - 1/3) = 4 : 2/3 = 6
Числитель: -cos(a)*tg(π/2 + a) = -cos(a)*(-ctg(a)) = cos(a)*ctg(a)
Знаменатель: ctg(π/2 - a)*sin(π/2 - a)*ctg(-a) = tg(a)*cos(a)*(-ctg(a)) = -cos(a)
Дробь: cos(a)*ctg(a)/(-cos(a)) = -ctg(a)
X^2 + 2x - 8 = 0
D = b^2 - 4ac = 2^2 - 4*1*(-8) = 4 + 4*8 = 4 + 32 = 36
x1 = ( - 2 + √36)/2 = ( - 2 + 6)/2 = - 1 + 3 = 2
x2 = ( - 2 - √36)/2 = ( - 2 - 6)/2 = - 1 - 3 = - 4