What comes next?

it can be solved in 2 ways,

(1)at first look at the difference of the sequence-5,then 5+2= 7,next 7+2= 9,

so, the wanted value is ,25+11=36........(9+2=11)

now,(2), the 1st sequence =4 ................ $2^2$

the 2nd sequence= 9.......................... $3^2$

the 3rd sequence is =16...................... $4^2$

the 4th sequence is =25.................... $5^2$

so, the next one will be=36............ $6^2$

The answer is the next perfect square which is $\color{#69047E}{\boxed{36}}$ .

Increasment is 5 7 9 then 11 25+11=36

it is sequence square numbers

Write a solution. add2

see the squares of number 2 square=4, 3 square =9, 4=16, 5=25 , 6=36