Penjelasan dengan langkah-langkah:
4,5,7,10,..
4 5 7 10
+1 +2 +3
+1 +1
a=4 , b=1, c=1
Un=a/0! +b(n-1)/1! +1/2! c(n²-3n+2)
Un=a+b(n-1)+½c (n²-3n+2)
Un=4+1(n-1)+½(1)(n²-3n+2)
Un=4+n-1 +½(n²-3n+2)
Un=(n+3)+(n²-3n+2)/2
Un=(2(n+3)+n²-3n+2)/2
Un=(2n+6+n²-3n+2)/2
Un=(n²-n+8)/2
Un=½(n²-n+8)
.
u1 = ½ (1²-1+8)=½(8)=4
u2=½(2²-2+8)=½(2+8)=5
U3=½(3²-3+8)=½(6+8)=7
u4=½(4²-4+8)=½(12+8)=10
rumus Un=½ (n²-n+8)
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Penjelasan dengan langkah-langkah:
4,5,7,10,..
4 5 7 10
+1 +2 +3
+1 +1
a=4 , b=1, c=1
Un=a/0! +b(n-1)/1! +1/2! c(n²-3n+2)
Un=a+b(n-1)+½c (n²-3n+2)
Un=4+1(n-1)+½(1)(n²-3n+2)
Un=4+n-1 +½(n²-3n+2)
Un=(n+3)+(n²-3n+2)/2
Un=(2(n+3)+n²-3n+2)/2
Un=(2n+6+n²-3n+2)/2
Un=(n²-n+8)/2
Un=½(n²-n+8)
.
u1 = ½ (1²-1+8)=½(8)=4
u2=½(2²-2+8)=½(2+8)=5
U3=½(3²-3+8)=½(6+8)=7
u4=½(4²-4+8)=½(12+8)=10
rumus Un=½ (n²-n+8)