Question

Find an equation for the nth term of the sequence.

-1, -4, -16, -64, ...

Answer 1

n x 4

Answer 2

my answer

Answer 3

-\( 4^n\)

Answer 4

options:

Answer 5

ur answer is wrong :O

Answer 6

nooo :(

Answer 7

i would say its c..

Answer 8

does n start from 0 ?
if yes then its
-1 . 4^n
if n starts from 1
then its
-1. 4^(n-1)

Answer 9

@ninjasandtigers C is wrong answer

Answer 10

ok

Answer 11

so @wade123 does n start from 0 or 1 ?

Answer 12

sorry my internet is really slow right now @ikram002p

Answer 13

1

Answer 14

from 0 ?

Answer 15

-1

Answer 16

?

Answer 17

xD

Answer 18

i told yo , if n start from 0 then its -1 . 4^n
if n start from 1 then its -1.4^(n-1)


@ganeshie8 is it comon that thes things start from 1 ?

Answer 19

im so confused.. @ikram002p

Answer 20

im confused like u :-\


let \(a_n=-1*4^n\)
then
\( a_0=-1\)
\(a_1=-4\)
\(a_2=-16\)
right ?
let
\(\large a_n=-1 *4^{n-1}\)
then
\( a_1=-1\)
\(a_2=-4\)
\(a_3=-16\)

Answer 21

so it would be the first one? @ikram002p

Answer 22

in ur text book does n in sequenc always start from 0 or 1 ?

Answer 23

@ikram002p you wrote the same exact thing for each!

Answer 24

@ganeshie8 please help

Answer 25

if n starts from 1
then its
-1. 4^(n-1)

Answer 26

\(\large a_n = -1 \bullet 4^{n-1}\)

Answer 27

in textbook, usually n starts from 1

Answer 28

xD

Answer 29

im a little confused but i think i got it

Answer 30

so thats it right @ganeshie8 ? I cant tell if youre still typing