How would you solve a problem like this: Evaluate the logarithmic expression. Do not round the expression until the final answer. When necessary, round to the nearest hundredth. log6 21
I'm assuming that's base 6. So what this is saying is.... 6^x = 21. We're solving for x, and it's not too easy to find at first glance. What you can do is use a calculator and do this: log(21)/log(6)
Thank you!! My brain is fried from 3 hours of constantly changing math problems and I couldn't think of this. haha
Express in exponential form. log 3 a = n ? Help with this one?
log base 3 (a) = n. I'll put it in words to see if you can write it. The base, 3, raised to some power, n, will equal a.
Thanks! Okay, one more for you: log 10 -2 =
log base 10 of -2 = ?. K, 10^x = -2. This does not exist b/c x can be anything, you will not get a negative answer.
The logarithm of a negative number does not exist.
So, would the answer be 2 or 0? Those are my choices.
Neither lol. Did you write out the problem correctly?
I am taking a quiz on an online class course and the answers I am given are -2, 2 and 0. But you said it wasn't going to be a negative! haha
I said you can't take the logarithm of a negative number, so there can't be an answer. D:
Are you certain you wrote it correctly, it's not log 10 = -2?
nope, I copied and pasted the exact problem. I guessed, and I made a 58.6 on the quiz....haha Now I have another test over this to take....
Lol, I'm not sure then. That was a dumb question.
Would you like to help me on this test as well? :P
If it's easy. Idk why I'm on here, I don't want to do my Calculus 3 hmwk. D:
I'm not helping if I have to write stuff lol
It will be pretty much the same type questions. haha.
Ok
Some of them I will know, because, I'm not completely retarded, I swear! haha
lol :p
Input in standard form the equation of the given line. The line that passes through (1, 5) and (-2, 3)
Is standard form y = mx + b? Or you have x and y on both sides....
I think standard is y=mx+b
We need to find the slope created by these two points. Eq for slope: \[m = \frac{ y2-y1 }{ x2-x1 }\]
so, -2 and -3
Then we use point-slope equation to find the eq. for the line: (y-y1) = m(x-x1) I think you can either use (1,5) or (-2,3)
Then divide them to get the slope of the line through those points. So m = 2/3
Hmm, that is the only question I needed actually, the rest is just graphing! thanks :D
Sweet, good luck.
Hopefully I don't fail this one too! xD Go do your Calculus 3 work! :P
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