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Mathematics 15 Online
lolokrat:

can someone help me with changing this logarithmic expression to exponential?

lolokrat:

\[\log_{3}(1/81)=-4\]

lolokrat:

my prof told us the answer is x < 2 ????

lowkey:

\[\log_{a}b=y \]

lowkey:

is equal to

snowflake0531:

\[\log_{a} b = x\] is the same as \[a^x=b\]

lowkey:

\[a^y=b\]

lowkey:

So knowing this, can you try and create it into a correct form?

lolokrat:

3^-4=1/81, but how would that equal x<2 ?

snowflake0531:

there's no "x" in the question 3^-4 = 1/81 is correct

lowkey:

When a negative is in the exponent, the number becomes a fraction.

lolokrat:

is my prof just tripping then

snowflake0531:

unless there's another part to your question

lowkey:

yes

lolokrat:

ok good i was going bonkers ...

lolokrat:

no he literally gets so many questions wrong ... actually attending the lectures confuses me more than not going and figuring it out on my own

lolokrat:

thank you guys

snowflake0531:

you're doing this in college?..

lolokrat:

yes its just a basic entry level math course required for my degree plan

lolokrat:

plus it might be nice to add that because of the pandemic i missed about two years of math education ... i am very lost

snowflake0531:

ah

lowkey:

You didn't need to come judgemental. Everybody coems from different mathematical backgrounds. You're on the right track @lolokrat

lolokrat:

no worries i took no offense lol i just need the credit and ill never have to do this math again ... QC has been helping me a lot in figuring this stuff out though

lowkey:

Oh that's great, everyone loves helping. Wish you luck!

snowflake0531:

@lowkey wrote:
You didn't need to come judgemental. Everybody coems from different mathematical backgrounds. You're on the right track @lolokrat
I didn't, I was in confusion I guess I'm sorry of my lack of knowledge in college courses

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