Question

Find the next term in series w23, b50, g114, l239, q455

Answer 1

W23, B50, G114, L239, Q455, V798.

Answer 2

ANSWER:

The next term in series w23, b50, g114, l239, q455 is v798

SOLUTION:

Given, series is w23, b50, g114, L239, q455.

We have to find the next term of the given series.

We can observe that, each term is starting with a letter.

Now letter series is w, b, g, l, q.

In above series difference between each letter is 5 in alphabetical cycle.

Then, next letter will be v, according to that pattern.

Now let us see the number series, i.e. 23, 50, 114, 239, 455

$\text { Above series can also be written as } 23,23+3^{3}, 50+4^{3}, 114+5^{3}, 239+6^{3}$

So, in above series next term is obtained by adding cube of next natural number to previous term.

$\text { Then, net term is } 455+7^{3}$

Hence, the next term in our main series is v798.