Question

what is the 100th term on the following sequence : 25 , 36 , 49 , 64 ,

Answer 1

Do you see a pattern in the numbers of the sequence?

Answer 2

Nope :lol

Answer 3

Those four numbers don't look familiar at all?

Answer 4

Mmmm..... nope *Thoguht Hard*

Answer 5

I'll give you a hint. The first one is five times five.

Answer 6

Oooooooo . Then 6*6 Ect ...

Answer 7

Right. They're perfect squares.

Answer 8

But the answeres Choices is 10,404 10,609 , 10,816 11,025

Answer 9

You need the 100th term of the sequence. How could you describe the 100th term of the sequence?

Answer 10

Mmm... x*x = 1000

Answer 11

What? No. The first term of the sequence is 5*5, the second is 6*6, the third is 7*7, the hundredth is ...?

Answer 12

\[
5^2, 6^2,7^2, 8^2, \cdots 104^2 , \cdots
\]

Answer 13

104 ^2 = 10,816 and were did 104 come from ?

Answer 14

\[
104-5+1 =100
\]

Answer 15

That's what I'm trying to get you to figure out. You need to look at the pattern. Your first term is 5^2, your second term is 6^2, your third term is 7^2, why is the hundredth term 104^2?

Answer 16

6-5+1=2 is the second
7-5+1= 3 is the third
104-5+1=100 is the 100th

Answer 17

\[
1:5^2\\
2:6^2\\
3:7^2\\
4:8^2\\
100:104^2
\]

Answer 18

The pattern for the \(n\)th term is \((n+4)^2\)

Answer 19

Okay ill Study It *Snaped a Shoot of how to do it *

Answer 20

.. Thanks