**Given:**

The sequence is
an=1000(1.06)n
. (1)

**Calculation:**

Obtain the first five terms of the sequence.

Substitute 1 for *n* in equation (1),

a1=1000(1.06)1=1000(1.06)=1060

Thus, the first term of the sequence is
a2=1060
.

Substitute 2 for *n* in equation (1),

a2=1000(1.06)2=1000(1.1236)=1123.6

Thus, the second term of the sequence is
a2=1123.60
.

Substitute 3 for *n* in equation (1),

a3=1000(1.06)3=1000(1.191016)=1191.016

Thus, the third term of the sequence is
a3=1191.02
.

Substitute 4 for *n* in equation (1),

a4=1000(1.06)4=1000(1.26247696)=1262.47696

Thus, the fourth term of the sequence is
a4=1262.48
.

Substitute 4 for *n* in equation (1),

a5=1000(1.06)5=1000(1.3382255776)=1338.2255776

Thus, the fifth term of the sequence is
a5=1338.23
.

Therefore, the first five terms of the sequence are 1060, 1123.60, 1191.02, 1262.48 and 1338.23.