Question

please help meeeeeeeee

Answer 1

hi

Answer 2

find the exact value of the logarithm

Answer 3

log base5 (4)+logbase 5(50

Answer 4

hi can you help me please

Answer 5

its about logarithm expresion

Answer 6

cann some one help me pleasee

Answer 7

here is what i did
log(base 5) 4 + log(base5)50
log(4)/log(5)+log(50)/log(5)
log(4)+log(50)/log(5)
log(4*50)/log(5)
log(200)/log(5)

Answer 8

but i dont know how to continue

Answer 9

helllllllllpppppp pleasseeeeeeeeeeeeeeeee

Answer 10

the base are same then just add the 4 and 50
as i remember

Answer 11

You did it wrong, but close

log(base 5) 4 + log(base5) 50 = log(base 5)(4 times 50)=log(base 5)(200)

as log(base x) y + log(basex) c = log(base x) (y times c)

Answer 12

and thats it

Answer 13

No, not yet.

Answer 14

?

Answer 15

so i multiply 4 times 500

Answer 16

log(base 5)(200) go the other way, don't combine,

log(base 5)(200)=log(base 5)(5 times 5 times 8)= log(base 5 ) + 5 log(base 5 ) +log(base 5 ) 8

and log(base 5 ) 5=1

Answer 17

sorry 50

Answer 18

What 50 ?

Answer 19

look at what I wrote.

Answer 20

the 50 from the expresion

Answer 21

ok i dont get it but you say that the answer is 1?

Answer 22

log(base 5) 4 + log(base5) 50 = log(base 5)(4 times 50)=log(base 5)(200)

log(base 5)(200)=log(base 5)(5 times 5 times 8)= log(base 5 ) + 5 log(base 5 ) +log(base 5 ) 8

and we know log(base 5 ) 5=1

Answer 23

So
1+1+log(base 5) 8

Answer 24

this equals?

Answer 25

2log(base5)8

Answer 26

No no no....
1 + 1 + log(base 5) 8 =?

HERE, http://www.1728.org/logrithm.htm to calculate log(base 5) 8

Answer 27

390625 i dont get that calculator but this is what i did log(base5)8=5^8

Answer 28

on the right box from the "logarithm of" is put 8
and in the right box from the "number base >>>" put the base.

Answer 29

1.2920296742

Answer 30

is that it?

Answer 31

sorry i am not very good in precalculus

Answer 32

actually i am terrible

Answer 33

you had
log(base 5 ) + 5 log(base 5 ) +log(base 5 ) 8 correct?

Answer 34

Yes that

Answer 35

So, log(base5) 5=1
as any log with same base and log, beside some exceptions, right?

Answer 36

Yes

Answer 37

so
log(base 5 ) + 5 log(base 5 ) +log(base 5 ) 8

turns into

1 + 1 + log(base 5 ) 8

okay?

Answer 38

Oooooo)

Answer 39

good so far, or no?

Answer 40

Thankyou yes

Answer 41

1 + 1 + log(base 5 ) 8

2 + log(base 5 ) 8

2 + 0.90308998699 or approximately 2 + 0.9
2.90308998699 or approximately 2.9

Answer 42

Ok