Find the Indacated term for the geometic
sequence with the first term a1, and the
common ratio
find as when

Question

Find the Indacated term for the geometic sequence with the first term a1, and the common ratio $$ r $$ find as when $$ a 1=4, r=3 $$

UpStudy AI · Accepted Answer

In a geometric sequence, the $$ n $$-th term can be found using the formula:

$$
a_n = a_1 \cdot r^{(n-1)}
$$

where:
- $$ a_n $$ is the $$ n $$-th term,
- $$ a_1 $$ is the first term,
- $$ r $$ is the common ratio,
- $$ n $$ is the term number.

Given:
- $$ a_1 = 4 $$
- $$ r = 3 $$

To find the $$ n $$-th term, substitute the values into the formula:

$$
a_n = 4 \cdot 3^{(n-1)}
$$

Now, you can calculate $$ a_n $$ for any specific value of $$ n $$. If you have a specific term number in mind, please provide it, and I can calculate that term for you.
The formula for the $$ n $$-th term of a geometric sequence with $$ a_1 = 4 $$ and $$ r = 3 $$ is $$ a_n = 4 \cdot 3^{(n-1)} $$.

Find the Indacated term for the geometic
sequence with the first term a1, and the
common ratio
find as when

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Answer

Solution

Beyond the Answer

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Latest Geometry Questions

Find the Indacated term for the geometic sequence with the first term a1, and the common ratio find as when

Upstudy AI Solution

Answer

Solution

Beyond the Answer

Related Questions

Latest Geometry Questions

Find the Indacated term for the geometic
sequence with the first term a1, and the
common ratio
find as when