Question

i need the step by step instructions please 11304 base6 divided by4 base 6

Answer 1

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Answer 2

base 6; are these logs?

Answer 3

\(\frac{\log_6(11304)}{\log_6(4)}\) like this?

Answer 4

if so its a change of base from:

\[log_4(11304)\]

Answer 5

if u convert base 6 to base 10 the answer is 406 base 10

Answer 6

6.7323... ?

Answer 7

oh i see.... it might be talking about number systems, like binary, octinary, geritolinary and those lol

Answer 8

yes i think so

Answer 9

it hard to tell with such scant information... but you could be right, and prolly are :)

Answer 10

the correct answer is 1514 base6 but i need to know how to get there

Answer 11

base 6:

46656 7776 1296 216 36 6 right?

Answer 12

0 1 2 3 4 5
10 11 12 13 14 15
20 21 22 23 24 25
30 31 32 33 34 ..........

Answer 13

yes

Answer 14

if you convert 1514 base 6 to base 10 it gives 1514 but how do you do thereverse

Answer 15

it gives 406 i mean

Answer 16

46656 7776 1296 216 36 6 1 is the key

. .... 10000 1000 100 10 1 somehow lol

Answer 17

6rt(11304) ??

Answer 18

its between 7776 and 1296

Answer 19

yea

Answer 20

1*6^4

1^6^3

3^6^2

0*6^1

4*6^0 ??

Answer 21

(1 * (6^4)) + (1 * (6^3)) + (3 * (6^2)) + (0 * (6^1)) + (4 * (6^0)) = 1 624

Answer 22

and 4(6^0) = 4 lol

Answer 23

this gives you its equivalent in base 19 which is 1604 and / 4 gives 406

Answer 24

1624/4 = 406

Answer 25

yeah - thats the answer in base 10

Answer 26

/6^0? the /6^1 .. maybe?

Answer 27

but i cant remember how yo convert this to bas e 6

Answer 28

1296 216 36 6 1
406 - 216

Answer 29

its 11304 base6 / 4 base6= 1514 base6 but how is it done

Answer 30

n0000

Answer 31

good question!!

Answer 32

/216?

Answer 33

1 + Remainder/36 + R/6 ??

Answer 34

406/6^3 + R/6^2 +R/6 +R maybe?? R being the remainder

Answer 35

yes i think u r on to it

Answer 36

406/6^3 = 1 R.190
190/6^2 = 5 R.10
10/6^1 = 1 R.4

Answer 37

4/6^0 = 4

Answer 38

yep - well done

Answer 39

i knew it had to be something lol

Answer 40

throw stuff at it till it sticks :)

Answer 41

i did this stuff many years ago when i did 'modern maths'

Answer 42

yeah, I prolly did this back in finite math.... 15 years ago lol

Answer 43

those answers are wrong

Answer 44

1514 is wrong?

Answer 45

i suppose it was a roundabout way to do it - the comversions to base 10 and back to 6 but im sure that 1514 base 6 is correct

Answer 46

multiply 1514 base6 times 4 base 6

Answer 47

right - it comes to 11304 base 6

Answer 48

okay how is it divided

Answer 49

don't forget u r dealing with base 6 here so when u multippy 4 x 4 it comes to 14 and carry 1 etc6 base 10 but this is 16/6 R 4 so u write

Answer 50

4 and carry for the next multiplication

Answer 51

well we naturally multiply using base 10 because thats what our nuber system is based on so it is easier (for me anyway) to convert to base 10 , perform the division in base 10 thenfinally convert back to base 6

Answer 52

to summarise:
11304 - convert to base 6

working from rt to lft
4 X 6^0 = 4
0 x 6^1 = 0
3 x 6^2 = 108
1 x 6^3 = 216
1 x 6^4 = 1296
adding these up gives 1624

dividing by 4 gives 406

now converting 406 back to base 6
comes to 1514
as amis demonstrated above

Answer 53

thanks

Answer 54

ok