A Aimeefe55 New member Joined Mar 11, 2011 Messages 8 Apr 3, 2011 #1 I have 5 questions like this on my homework, but I think having one example would help me. (1/(4.7(1.2)^x-4) = 3.5 I think I have to convert to (log)? But my answers do not correspond with the A-E choices
I have 5 questions like this on my homework, but I think having one example would help me. (1/(4.7(1.2)^x-4) = 3.5 I think I have to convert to (log)? But my answers do not correspond with the A-E choices
D Deleted member 4993 Guest Apr 3, 2011 #2 Aimeefe55 said: I have 5 questions like this on my homework, but I think having one example would help me. (1/(4.7(1.2)^x-4) = 3.5 I think I have to convert to (log)? But my answers do not correspond with the A-E choices Click to expand... does your equation look like: \(\displaystyle \frac{1}{4.7*1.2^x \ - \ 4} \ = \ 3.5\)
Aimeefe55 said: I have 5 questions like this on my homework, but I think having one example would help me. (1/(4.7(1.2)^x-4) = 3.5 I think I have to convert to (log)? But my answers do not correspond with the A-E choices Click to expand... does your equation look like: \(\displaystyle \frac{1}{4.7*1.2^x \ - \ 4} \ = \ 3.5\)
A Aimeefe55 New member Joined Mar 11, 2011 Messages 8 Apr 3, 2011 #3 No, (x-4) is the exponent. So it looks like (1.2)^(x-4)
D Deleted member 4993 Guest Apr 3, 2011 #4 \(\displaystyle \frac{1}{4.7*1.2^{x \ - \ 4}} \ = \ 3.5\) \(\displaystyle 4.7*1.2^{x \ - \ 4} \ = \ \frac{1}{3.5}\) \(\displaystyle 1.2^{x \ - \ 4} \ = \ \frac{1}{4.7*3.5}\) Now take log....
\(\displaystyle \frac{1}{4.7*1.2^{x \ - \ 4}} \ = \ 3.5\) \(\displaystyle 4.7*1.2^{x \ - \ 4} \ = \ \frac{1}{3.5}\) \(\displaystyle 1.2^{x \ - \ 4} \ = \ \frac{1}{4.7*3.5}\) Now take log....
A Aimeefe55 New member Joined Mar 11, 2011 Messages 8 Apr 3, 2011 #5 Thanks. After taking the log I got an approx. answer of -11.35926704. Which matched one of my choices.
Thanks. After taking the log I got an approx. answer of -11.35926704. Which matched one of my choices.