Question

HELLLLLPPPP?(:

Answer 1

if \[\log_{b}3=0.23 an \log_{b}8=0.71, find \log_{b}24 \]

Answer 2

round to the nearest thousanths

Answer 3

@jim_thompson5910

Answer 4

@timo86m

Answer 5

yes i know that but its not the answer

Answer 6

using what HawkCrimson is saying you do this

log(24) = log(8*3)

log(24) = log(8) + log(3)

log(24) = 0.71 + 0.23

log(24) = 0.94

All logs above are base b

Answer 7

i got log(24) as 1.380

Answer 8

that's if the base is 10

Answer 9

but in this case, the base is b and we don't know what b is

Answer 10

ohhhh, so rounded what would it be

Answer 11

just 0.94, it's already rounded so to speak

Answer 12

if you had more than 3 decimal digits, then you would need to round

Answer 13

ok(: than k you

Answer 14

yw