Question

choose the alternative that will continuously number series below
2,3,5,7,11,13,?

Answer 1

15,17,19,21,...23,25,,27,29

Answer 2

$hey \: mate \: here \: is \: your \: answer$

$\textbf{Given...}$

To Find The Numbers That Can Continue the Numer Series ....

$\boxed{ 2 ,3 ,5 ,7 ,11 ,13 _ , _ }$

$\textbf{Solutions...}$

The Number That Can Countinue This Series Are $\textbf{17 , 19 ,23 ,29 ,...}$

$<u>Pattern Followed</u>$

$\textbf{Pattern In This Series Is That All Next Numbers Are All Prime Numbers.}$

# Prime Numbers #

Prime Numbers Are Numbers That Have Only 2 Factor That Is ' 1 ' And The Number it's Self.

For Example ---

2 Is A Prime Number As The factors of Two Are 1 & 2 Itself ..

So In This Series All Numbers are Prime Numbers So The Next Numbers Should Also Be Prime Numbers ...

So The Next Prime Number After 13 is

17 Next Is 19 After That It is 23 .

Hence The Required Numbers To Continue The Series Are

$<u>Answer</u>$ --

$\boxed{17 , 19 , 23... }$


Thought Of The Day ....

" Success is That going Failure To failure Without Loosing Enthusiasm "

# Be Brainly ....