Question

Help! Algebra II Help!

Answer 1

\[b^1=b\qquad\Rightarrow\qquad \log_bb=1\]

Answer 2

can you rewrite it here please ?

Answer 3

log3 3 + log3 x =5


so do you know the property of logarithms ?

Answer 4

and loga a = ?

Answer 5

so if loga a=1 than how will be your exercise ?

Answer 6

so than log3 3=1

yes ?

Answer 7

than will be

1+log3 x=5

Answer 8

add to both sides -1

1+(-1) +log3 x=5-1
log3 x=4

ok ?

Answer 9

how can you rewriting 4 using log3 3 ?

Answer 10

so you know that logx y^2 =2logx y

this will help you sure

Answer 11

so when there are logarithm base x of x on indifferent exponent so than the exponent coming in the first place how you see there that the exponent of y is

logx y^2 = 2logx y

Answer 12

@surdawi can you help to make understanding this all

Answer 13

\[\log_bb=1\qquad\Rightarrow\qquad\log_33=1\]

\[\log_3 3 + \log_3 x =5\qquad\Rightarrow\qquad 1 + \log_3 x =5\]

Answer 14

take away one from both sides

Answer 15

not is