Answer:
1,13,25,37,49
Step-by-step explanation:
Given : \(C_n=12n-11\)
To Find: Generate the first five terms
Solution :
\(C_n=12n-11\)
1. Put n =1
\(C_1=12\times1-11\)
\(C_1=12-11\)
\(C_1=1\)
2.Put n =2
\(C_2=12\times2-11\)
\(C_2=24-11\)
\(C_2=13\)
3. Put n =3
\(C_3=12\times3-11\)
\(C_3=36-11\)
\(C_3=25\)
4. Put n =4
\(C_4=12\times4-11\)
\(C_4=48-11\)
\(C_4=37\)
5. Put n =5
\(C_5=12\times5-11\)
\(C_5=60-11\)
\(C_5=49\)
Hence the first five terms in the sequence using explicit formula \(C_n=12n-11\) is 1,13,25,37,49
