Question 7
An arithmetic sequence follows the formula . Find the value of
O908
O880
8986

Ask by Brewer Gardner. in Japan

Jan 24,2025

Question

Question 7 An arithmetic sequence follows the formula $$ a_{n}=-14+6(n-1) $$. Find the value of $$ a_{150} $$ O908 O880 8986

UpStudy AI · Accepted Answer

To find the value of $$ a_{150} $$ in the arithmetic sequence given by the formula:

$$
a_{n} = -14 + 6(n - 1)
$$

We can substitute $$ n = 150 $$ into the formula:

$$
a_{150} = -14 + 6(150 - 1) = -14 + 6 \times 149
$$

Calculating the multiplication:

$$
6 \times 149 = 894
$$

Now, add this result to $$-14$$:

$$
a_{150} = -14 + 894 = 880
$$

**Answer:** 880
$$ a_{150} = 880 $$

Question 7
An arithmetic sequence follows the formula . Find the value of
O908
O880
8986