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mayalm20
@mayalm20
July 2022
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Найдите S_5
для геометрической прогрессии (bn), если:
б) b7=125,b9=625(q<0)
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kmike21
Verified answer
B₇=b₁q⁶=125
b₉=b₁q⁸=625
b₉/b₇=(b₁q⁸)/(b₁q⁶)=q²=625/125=5
q=+-√5
так как по условию
q<0, то
q=-√5
b₇=b₁(-√5)⁶=125
b₁5³=125
b₁=1
S₅=b₁(1-q⁵)/(1-q)=(1-(-√5)⁵)/(1-(-√5))=(1+5²√5)/(1+√5)=(1+25√5)/(1+√5)=17,58
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Answers & Comments
Verified answer
B₇=b₁q⁶=125b₉=b₁q⁸=625
b₉/b₇=(b₁q⁸)/(b₁q⁶)=q²=625/125=5
q=+-√5
так как по условию q<0, то
q=-√5
b₇=b₁(-√5)⁶=125
b₁5³=125
b₁=1
S₅=b₁(1-q⁵)/(1-q)=(1-(-√5)⁵)/(1-(-√5))=(1+5²√5)/(1+√5)=(1+25√5)/(1+√5)=17,58