🚀 NEW from the xtremepape.rs team: AI exam prep — 120,000+ worked solutions, and it marks your handwritten working from a photo. Sign in with your forum account & try it free → prepare.xtremepape.rs
You add 170 and 160 and then divide it by 2okay but how did u get that what did u divide by
It's easy:
x^3 - x^2 -2x + 1 = 0Could you please help me with O/N 11 variant 42 question 7) f) i) as well please??
Thanks in advance!
http://www.xtremepapers.com/papers/CIE/Cambridge IGCSE/Mathematics (0580)/0580_w11_qp_42.pdf
Actually, it's what you call a FACT or so my sir told me.Thank you so much!
how can h inverse of x=x?? since its h^x so how can you find the inverse of something if its something to the power of x?? :/
Thank you so much!
how can h inverse of x=x?? since its h^x so how can you find the inverse of something if its something to the power of x?? :/
Actually, it's what you call a FACT or so my sir told me.
You can always write h inverse (x) = x
or
h inverse (323) = x
or
h inverse ('anything') = x
For example:
h(x) = x + 2
Find:
h inverse (23)
We can write
h inverse (23) = x
Move h inverse to the other side... the inverse is removed! (I know this is something new but it's always effective)
h(x) = 23
x + 2 = 23
x = 21
Now let's see that question
h inverse(x) = 2
Move h inverse to the other side
h(2) = x
h(2) = 3^2
h(2) = 9
Hard to understand but once you do, it's awesome![]()
Actually, it wouldi dont think it would work for all equations...log is a lot easier
negative shear simply moves to the left side instead of rightNegative Shear And Scale ! ???can you please explain
i dont know if its mathematically correct but okActually, it wouldAnd i don't think log is there for students who take o580 Math... it's for add math students
![]()
Mode: 11 (because it has the highest frequency)
Thank you so much I actually get it now and it feels good!![]()
🚀 NEW from the xtremepape.rs team: AI exam prep — 120,000+ worked solutions, and it marks your handwritten working from a photo. Sign in with your forum account & try it free → prepare.xtremepape.rs