Question

Limits..

Answer 1

my favourite topic!

Answer 2

My topic in which I am the "BEST" ... just kidding , lol

Answer 3

\[\lim_{x \rightarrow infinity} \frac{(1+x)^10+(2+x)^10+(3+x)^10}{x^10+(x+4)^10}\]

Answer 4

idk whyitscoming like that
its power 10

Answer 5

it's easy

Answer 6

how?

Answer 7

0*any thing = 0

lol answer = 0 ...

@hartnn will tell the correct answer though.

Answer 8

-.-

Answer 9

\(\huge \lim_{x \rightarrow \infty} \frac{(1+x)^{10}+(2+x)^{10}+(3+x)^{10}}{x^{10}+(x+4)^{10}}\)

Answer 10

YES

Answer 11

why didn'tmy equation comelike that!!

Answer 12

@DLS always use : x^{10} for powers

Answer 13

okay

Answer 14

```
\[\large{x^10}\] will not work.

\[\large{x^{10}}\] will work.

Answer 15

divide x^10 in numerator and denominator

Answer 16

okay

Answer 17

i know wehave to divide by x^10 both places but "Why" and how:|

Answer 18

just to confirm, answer = 3/2 ??

Answer 19

YES O.O

Answer 20

x-> infinity, so 1/x ->0
so we need 1/x terms
how do we get it?

Answer 21

okay..but im not so good at dividingso big numbers :/

Answer 22

ok, divide by x in (1+x)

Answer 23

frac{1}{x}+1

Answer 24

:| nvm

Answer 25

yup,
now divide x^2 in (1+x^2)

Answer 26

1/x^2+1

Answer 27

yup, now divide x^10 in (1+x^10)

Answer 28

1/x^10+1

Answer 29

oh, wait,
dividing x^2 in (1+x)^2 gives (1+1/x)^2
got this?

Answer 30

i guess yeah okay

Answer 31

so dividing x^10 in (1+x)^10 will give (1+1/x)^10
ok?

Answer 32

now can u divide each term by x^10 ??

Answer 33

wait !

Answer 34

waiting ....

Answer 35

dam where's the pen

Answer 36

i have, u want ? :P

Answer 37

YES

Answer 38

oh wait i got it let me write

Answer 39

dam it doesn't work lol

Answer 40

lol

Answer 41

indian pens suck