Question

is 299 any term of sequence of numbers 5,11,17,23........?

Answer 1

$tn = a + ( {n - 1} )d \\ 299 = 5 + (n - 1)6 \\ 294 = (n - 1)6 \\ 49 = n - 1 \\ n = 50$
therefore 299 is a term of given AP

Answer 2

HEY THERE!!!

Question;-

is 299 any term of sequence of numbers 5,11,17,23........?

Method of Solution;-

Given;-

First term (a) = 5

Common difference (d) = 6

To find = nth term

Now, Using Formula of Tn

Tn= a+(n-1)d

Substitute the given value in Equation!

Tn= a+(n-1)d

299= 5+(n-1)6

299= 5+6n-6

299= -1+6n

299+1 = 6n

•°• 300/6 = n

•°• n= 50

Hence, Yes, is 299 any term of sequence of numbers 5,11,17,23.........