s5 = 70 dan j3 = 462 hitunglah (a) a (b) b (c) s12 (d) j10
Matematika
ferafs
Pertanyaan
s5 = 70 dan j3 = 462 hitunglah
(a) a
(b) b
(c) s12
(d) j10
(a) a
(b) b
(c) s12
(d) j10
1 Jawaban
-
1. Jawaban Voslaarum
S5 = 70
a + 4b = 70 .... a = 70 - 4b (persamaan 1)
J3 = 462 ...................................... Jn = n/2(2a + (n - 1)b)
3/2(2a + (3 - 1)b) = 462
3(2a + 2b) = 924
a + b = 154 (persamaan 2)
a + b = 154
(70 - 4b) + b = 154
-3b = 84
b = - 28
a = 70 - 4b
a = 70 - 4. (-28)
a = 70 + 112
a = 182
S12 = a + 11b
= 182 + 11. (-28)
= - 126
J10 = 10/2 ( 2. 182 + 9. (-28))
= 5( 364 - 252)
= 5 (112)
= 560