Suku ke 5 suatu deret geometri= 12 dan suku ke 8= 96. jumlah 8 suku pertamanya adalah a. 191,25 b. 194,25 c. 192,25 d. 195,25 e. 193,25 ( mohon dengan caranya )
Sn = a (r^n -1/ r -1) S8 = 3/4 (2^8 -1/ 2-1) 3/4 (256 -1 / 1) 3/4 (255) 765/4 191,25 (a)
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yesicaheliasni
Suku ke 5 = ar4 = 12 suku ke 8 = ar7 = 96 .= ar7 = 96 ar4 = 12 ........................ ( di bagi ) r 3 = 8 r = 2 a = 3/4 jumlah 8 suku pertama : 3/4 (256 - 1 ) / 1 = 191,25 = a
U8 = ar^7 = 96
ar^4 . r^3 = ar^7
12 . r^3 = 96
r^3 = 96/12 = 8 => r = 2, r>1
ar^4 = 12
a . 2^4 = 12
a = 12/16 = 3/4
Sn = a (r^n -1/ r -1)
S8 = 3/4 (2^8 -1/ 2-1)
3/4 (256 -1 / 1)
3/4 (255)
765/4
191,25 (a)
suku ke 8 = ar7 = 96
.= ar7 = 96
ar4 = 12
........................ ( di bagi )
r 3 = 8
r = 2
a = 3/4
jumlah 8 suku pertama : 3/4 (256 - 1 ) / 1
= 191,25 = a