Question

the point (13,5) lies on the graph of 2log base b x. the value of b is

Answer 1

@mertsj can u help me?

Answer 2

\[2\log_{b} x\]

Answer 3

can u help me with one more question after that? please?

Answer 4

\[\log_{3b} t=M\] given this equation solve for b and give answer inexponential form?

Answer 5

\[2\log_{b}x=y \]
\[\log_{b}x^2=y \]
\[b^y=x^2\]
\[b^5=13^2\]
\[(b^5)^{\frac{1}{5}}=(13^2)^{\frac{1}{5}}\]
\[b=13^{\frac{2}{5}}\]

Answer 6

I hope that's right. Do you spot any errors?

Answer 7

i think its right. what about the second question i posted in th

Answer 8

?

Answer 9

given this equation solve for b and give answer in exponential form? look at same question above. can u help me @satellite73?

Answer 10

(13,5) lies on the graph of \(2\log_b( x)\). the value of b is

Answer 11

no the other question

Answer 12

we know
\[2\log_b(13)=5\] and therefore
\[\log_b(13)=7.5\] thus
\[b^{7.5}=13\]

Answer 13

this one
\[\log_{3b} t=M\]