logbase2(x) +4logbase2(y)-3logbase2(z)

can someone rewrite as a single logarithm logbase2 A please

Question

logbase2(x) +4logbase2(y)-3logbase2(z)

can someone rewrite as a single logarithm logbase2 A please

jdoe0001 · Answer

using the logarithmic rule that    $
log_b\alpha^\beta \implies \beta*log_b\alpha
$, convert the 2nd and 3rd terms

anonymous · Answer

can you help me please i dont know how

jdoe0001 · Answer

well, look at what you have for 2nd and 3rd terms

anonymous · Answer

4 and -3

jdoe0001 · Answer

not just the coefficients, the term itself, literals and all

anonymous · Answer

4logbase2(y)-3logbase2(z)

4logbase2(y)-3logbase2(z)

jdoe0001 · Answer

$
\beta*log_b\alpha \implies (4)log_2Y \ \&\  (-3)log_2Z
$

anonymous · Answer

is that the solution

jdoe0001 · Answer

and the rules is $\beta*log_b\alpha \implies log_b\alpha^\beta $

jdoe0001 · Answer

no, is not the solution, you need to convert them first, to get the the solution

anonymous · Answer

ok thanks

jdoe0001 · Answer