QuestionFind the value of $a_{10}$ in the sequence defined by $a_{n}=-5+(n-1) 14$ .

Studdy Solution

STEP 1

Assumptions1. The sequence is defined by the formula $a_{n}=-5+(n-1)14$ . $n$ is a positive integer3. We need to find the value of $a_{10}$

STEP 2

The formula for the sequence is given as $a_{n}=-5+(n-1)14$ . To find the value of $a_{10}$ , we need to substitute $n=10$ into the formula.
$a_{10}=-5+(10-1)14$

STEP 3

First, calculate the value inside the parentheses.
$a_{10}=-5+(9)14$

STEP 4

Next, multiply the values inside the parentheses.
$a_{10}=-+126$

STEP 5

Finally, add the two values together to find the value of $a_{10}$ .
$a_{10}=121$ So, the value of $a_{10}$ is121.

Was this helpful?

Get Studdy

Scan QR code with your device to get Studdy on iOS or Android

QR code

Studdy solves anything!

Download the app

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

Parents Influencer program Contact Policy Terms