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Corrections:In part a), the polynomial on the right should be 4x^2 f(x^4) because you're plugging in x^2 into another x^2.
If I added a +c in my answers for the Taylor polynomials in parts A and C will I get partial credit?
Yes partial credit for the work but no credit for the final answers.
why would you add a +c
Can’t believe my school makes us take ab before bc this stuff is free
u sound like a nerd
They gave you a whole page to do part c of this frq but it barely took 3 lines of work 😂
Ap physics exam tomorrow!
It was yesterday ?
@@MGPablo Physics C was yesterday, Physics 1 is tomorrow
I somehow got part B of this right…
“bround”
i only ate part b...
Shouldn't the simplified version of f ^4 (x) in part A have x^4 in the argument of f, since you're simplifying f ' ' (x^2) and f ' ' (u) = -f (u^2)?
yep good catch!
Corrections:
In part a), the polynomial on the right should be 4x^2 f(x^4) because you're plugging in x^2 into another x^2.
If I added a +c in my answers for the Taylor polynomials in parts A and C will I get partial credit?
Yes partial credit for the work but no credit for the final answers.
why would you add a +c
Can’t believe my school makes us take ab before bc this stuff is free
u sound like a nerd
They gave you a whole page to do part c of this frq but it barely took 3 lines of work 😂
Ap physics exam tomorrow!
It was yesterday ?
@@MGPablo Physics C was yesterday, Physics 1 is tomorrow
I somehow got part B of this right…
“bround”
i only ate part b...
Shouldn't the simplified version of f ^4 (x) in part A have x^4 in the argument of f, since you're simplifying f ' ' (x^2) and f ' ' (u) = -f (u^2)?
yep good catch!