Question

1, 32, 243, 1,024, 3,125____ what is the next number in the pattern

Answer 1

Heyya

I think the pattern is (n+1)^5

1=1^5
32 = 2^5
243 = 3^5
1024 = 4^5
3125 =5^5

Then the next number should be 6^5 = 7776
Hope you get it

Answer 2

Answer:

Next term of the pattern is:

7776

Step-by-step explanation:

We have to find the next number in the pattern:

1,32,243,1024,3125,...

This could also be written as:

$1^5,2^5,3^5,4^5,5^5,...$

If A(n) denotes the n th term of the sequence then,

$A(n)=n^5$

We have to find the sixth term of the sequence

$A(6)=6^5$

A(6)=7776

Hence, next term of the pattern is:

7776