Question

Solve:log(4x+10)=3

Answer 1

this can also be interpreted as log_10 (4x+ 10) = 3

you can transform this to exponential

i assume you know the answer since you closed it?

Answer 2

log(4x+10)=3
\[e^{\log(4x+10)}=e^3\]
\[4x+10=e^3\]
\[x=\frac{e^3-10}{4}\]

Answer 3

@.Sam. i dont think e^ log(4x+10) = 4x + 10 because the base of common logarithims is 10 not e...

Answer 4

the choices are
a.-7/4
b.495/2
c.250
d.990

Answer 5

well..going with what i wrote...transform to exponential so

10^3 = 4x + 10

just simplify then isolate x..