#maths help
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Yes I’m pretty sure that’s the topic
okay cool
$10^{x}*9^{x} = 1000\$
now take log with base 10 on both sides
$\log((90)^{x}) = log 1000$
Gary
U got 90 from doing 9x10?
no
Oh
$xlog(90) = log(1000)$
Gary
Oh ok
$x = \frac{log(1000)}{log(90)}$
Gary
Gary
yeh
3
log_10 of 1000
u take 10 to the power of 3
to get 1000
so thats the log of 1000
3
Wait so log10(1000) is 3
yep
Oh ok
So Yk how it’s 10^3
So 3
Oh ok
Can u explain the bottom bit
Like the denominator
How log 90 goes to log 9 and log 10
like
log (9*10)
when to thing in multiply
u can do
log (9) + log (10) = log (9*10)
it gets break into
Ok
addition
Gary
log 9 not really can be put as a whole number
so i think this is good enough
now
u do the
second one urself
Wait
Say
We didn’t use log
Can u explain it
For the first one
Without the use of log
well i can't think of a good way to do otherwise
log is the way
if the thing is in power
I’m not too sure why that’s ur answer
Cause I got a few answers
I got x= 3 / log810 ^10
whats in the denominator
.
Wdym
Oh log810^ 10
810?
Yh
$log810^ {10}$
Gary
this?
Yh
Ok
$10 log (810)$
Gary
log 810 is 2.9
multiply by 10
29
3/29
approximately
1/10
that not seems
correct
Oh ok
Wat about this one
I got this as well for one of my answers
what is it
even representing
log of base 90?
Is there a yt video u could suggest me to watch to get a better understanding on how to do it
im here
Cause I’m very bad at this topic
Ok
$10^{x}*9^{x} = 1000$
Gary
Oh
Ok
$10^{x}*9^{2x} = 1000$
Gary
here
So we would then do (10x 9^2)x
nah lmao
Ok let me have a think
So log (10^x . 9^2x) = log (1000)
yeh
Then log (10^x) + log(9^2x) = log (1000)
So x . Log(10)
Gary
So it would be x = log(1000) / log(10) + 2 . log(9)
u are at this position
no no u don't wanna send that x with 2
$x = \frac{log(1000)}{(1+ 2 * Log(9))}$
That’s it right?
Gary
Wait where does the log 10 go?
Oh ok
u take base to the power of 1
So log (10^x) + log(9^x) = log 1000
yh
Then simplify nd apply power
So it would be x.(log(10) + log(9)) = log(1000)
Then
X = 3/log (10) + log(9)
That correct?
But log(10) is 1
So 1 + log(9)
Oh
😂
If u don’t mind me asking
R u like qualified in maths or something
Or ur just uni student
high school
Oh alr
Same
But I missed lessons on this because I was sick for like 3 weeks
So I’m struggling on this rn 😂
lmfao
But thx for the help