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so first we need to know what is the base of log(4x+14)

4x+14 is the base

scrap my answer then

but than the base how can being on exponent ?

Busterkitten i think you need rewrite please your exersice correct

To cancel log we need to raise to the power of 10 and not e, if it was ln then we would have used e.

log(4x+14) 841=2

- so than you know the logarithm property how we can changeing the base of one logarithm ?

|dw:1327236337332:dw|

what is this ?

That's what we have used to cancel the log on one side.

- no
- so for example 2 we can rewrite like 2log (base 2) 2 because log(base2)2 =1

hope so much that is understandably sure

If the base is not given it is always 10.

jimmyrep please you make this understandably for ...
thank you

nikhil389 - no this not is sure that log sign always log base 10
- so please you check on wikipedia

so for example how i have learned that lg sign the logarithm on base 10

log without base sign logarithm on base 2 and ln sign logarithm on base natural

I think i m really confused what the question actually is, plz rephrase it what is the base ?

- so i think that this can rewrite it sure only Busterkitten

I'm so sorry for the confusion it's log base 4x=14 of 841 = 2

4x+14 i mean

so than you need rewrite the first term of logarithm with base changed

on 841

hope that you will can make it sure

if you know the property of logarithm

so is it 4x+14^2=841

sorry i think this is confused now
why you think that like ?

so than (4x+14) squared = 841
is it ok ?

can you solve this ?

is it 1.8125?

can you show your calcules please ?

hey where did the exponent go?

tanu,
i took sqrt of both sides
sqrt(x^2) = x