Question

Please Help!!!!

Answer 1

I need help!

Answer 2

I dont understand what it is asking on #5

Answer 3

The box is a blank. You are raising \(3\) to the "box" power.

Answer 4

\[2 = 2 \cdot 3^{?} = A(1)\\6 = 2 \cdot 3^{?} = A(2)\]What do you learn from this pattern?

Answer 5

@Heyy_Girl_Heyy

Answer 6

@ParthKohli , I dont understand....

Answer 7

That grey box you see is a blank which you have to fill.

Answer 8

\[6 = 2 \times 3^{?}\]

Answer 9

Yeah, I know that, But how do I fill it? Like what do I need to do to get the answer for it..?

Answer 10

6=2*3^1?

Answer 11

Yesh!

Answer 12

And how about \(2 = 2\times 3^?\)

Answer 13

Ummm, I dont know. Can you help me?

Answer 14

That one is confusing...

Answer 15

Do you know that \(2 = 2 \times 1\)?

Answer 16

yes, lol

Answer 17

So \(3^? = 1\) ;-)

Answer 18

Oh, but how would 2=2*3^1? Wouldn't that equal 6?

Answer 19

No, I mean that you have to determine what the question mark is here...

Answer 20

\[3^? = 1\]What power of \(3\) equals \(1\)?

Answer 21

0? I ma not good at powers.

Answer 22

Yesh!

Answer 23

So, the sequence I pretty much gonna go 0,1,2,3?

Answer 24

\[A(1) = 2 = 2\cdot 3^0 \\ A(2) =6=2\cdot 3^1 \\ A(3) = 18=2\cdot 3^2 \\ A(n) = 2\cdot 3^{?} \]Do you see a pattern? Yesh, 123!

Answer 25

Okay, can you help me with the next two questions also? 6 and 7?

Answer 26

@ParthKohli

Answer 27

Yes, that's what I am doing :-)

Answer 28

Oh, Okay(:. So what do I need to do for Numero 6?

Answer 29

So if you got any number, then \(A(\mbox{number}) = 2\cdot 3^{?}\)

Answer 30

If you see in this:\[A(1) = 2\cdot 3^0 \\ A(2) = 2 \cdot 3^{1}\\ \vdots\]

Answer 31

2*3^a?

Answer 32

Hmm... no.

Answer 33

What is the relationship between \(A(\color{#C00}{1}) = 2\cdot 3^{\color{#C00}{0}}\)?

Answer 34

I am so cinfused. Which problem are we doing right now?

Answer 35

@ParthKohli ?

Answer 36

Don't worry about that!

Answer 37

But can you see what problem we're doing?

Answer 38

6?