In a geometric progression, the first term is 256, and the denominator is 1/4, find the 6th term in the progression.
| September 8, 2021 | education
bn = b1 * q ^ n-1 – formula for finding any term
geometric progression.
b6 = 256 * 1/4 ^ 6-1;
b6 = 256 * 1/1024;
b6 = 1/4.
Answer: 1/4.
If there is a value of the first term of a geometric progression and
the denominator of a geometric progression then you can find the sixth term.
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