Penjelasan dengan langkah-langkah:
------------------------------------------------------
Un = n (n+1)
U1 = 1 (1+1)
U1 = 1 (2)
= 2
U2 = 2 (2+1)
U2 = 2 (3)
= 6
U3 = 3 (3+1)
U3 = 3 (4)
= 12
Barisan Bilangan 2 , 6 , 12 , 20 ,
30 , 42 , 56 ,Dst
U20 = 20 (20+1)
U20 = 20(21)
= 420
U99 = 99 (99+1)
U99 = 99 (100)
= 9,900
Un = n(n+1)
U24 = 24(24+1)
= 24(25)
= 600
U50 = 50(50+1)
= 50(51)
= 2,550
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Penjelasan dengan langkah-langkah:
Nomor A :
------------------------------------------------------
Suku pertama :
Un = n (n+1)
U1 = 1 (1+1)
U1 = 1 (2)
= 2
Suku kedua :
Un = n (n+1)
U2 = 2 (2+1)
U2 = 2 (3)
= 6
Suku ketiga :
Un = n (n+1)
U3 = 3 (3+1)
U3 = 3 (4)
= 12
Atau :
Barisan Bilangan 2 , 6 , 12 , 20 ,
30 , 42 , 56 ,Dst
Nomor B :
------------------------------------------------------
Nomor pertama :
Un = n (n+1)
U20 = 20 (20+1)
U20 = 20(21)
= 420
Nomor kedua :
Un = n (n+1)
U99 = 99 (99+1)
U99 = 99 (100)
= 9,900
Nomor C :
------------------------------------------------------
Nomor pertama :
Un = n(n+1)
U24 = 24(24+1)
= 24(25)
= 600
Nomor kedua :
Un = n(n+1)
U50 = 50(50+1)
= 50(51)
= 2,550