Diketahui suatu barisan aritmatika suku ke 10 bernilai 33 dan suku ke 15 bernilai 48 tent: a.beda b. suku pertama c.suku ke 25 d. jumlah sepuluh suku pertama
musafir99
Dik U10 = 33 -----> U10 = a + 9b = 33 U15 = 48 ----> U15 = a + 14b = 48
a). Beda U10 = a + 9b = 33 U15 = a + 14b = 48 - - 5b = - 15 b = 3
b). Suku pertama U10 = a + 9b = 33 a + 9.3 = 33 a = 33 - 27 a = 6
c). Suku ke 25 U25 = a + 24b U25 = 6 + 24.3 U25 = 78
d). Jumlah 10 suku pertama S10 = n/2 (2a + 9b) S10 = 10/2 (2.6 + 9.3) S10 = 5 (39) S10 = 195
U10 = 33 -----> U10 = a + 9b = 33
U15 = 48 ----> U15 = a + 14b = 48
a). Beda
U10 = a + 9b = 33
U15 = a + 14b = 48 -
- 5b = - 15
b = 3
b). Suku pertama
U10 = a + 9b = 33
a + 9.3 = 33
a = 33 - 27
a = 6
c). Suku ke 25
U25 = a + 24b
U25 = 6 + 24.3
U25 = 78
d). Jumlah 10 suku pertama
S10 = n/2 (2a + 9b)
S10 = 10/2 (2.6 + 9.3)
S10 = 5 (39)
S10 = 195
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