- Messages
- 87
- Reaction score
- 180
- Points
- 18
Its okayy and thank you alotSorry for delay,if u can't understand any step tell me I will do it in detail.
We are currently struggling to cover the operational costs of Xtremepapers, as a result we might have to shut this website down. Please donate if we have helped you and help make a difference in other students' lives!
Click here to Donate Now (View Announcement)
Its okayy and thank you alotSorry for delay,if u can't understand any step tell me I will do it in detail.
ThanksSuppose you extend a line starting from d to ab il call this peter
suppose you extend yet another line from e to ab il call it david
now luk at the diagram u will find peter=david (they are twins )
now if peter = david then if we find peter we will get david...
to find peter we need the fbi kidding lol
we have a theta=pi/3 and a hypotenuse 6
so sin= opp/hyp
sin pi/3= peter/6
peter= 6 sinpi/3
6*(root 3)/2 = peter
peter= 3 root 3
since this is also equals to david
david again can be found by sin=opp/hyp
just in this case the hyp is 10 and the theta theta
sintheta= opp/hyp
sintheta=david/10
sintheta=3 root 3/10
theta= sin inverse of (3 root 3)/10
rememb me in ur prayers ^_^
ssimple one line answer... its a one to one function...Why does F(x)=(2x^2) -8x+5 for the domain 0<equal x <equal 5 does not have an inverse? What are the conditions for an inverse?
npThanks
Pls read the question -_____________- "
ohh there is a derivation for the square root. But it's not necessary all you need to remember is removing modulus sign in complex number means square root of (real number ^2 + coefficient of imaginary number ^2) don't include i.Sorry for disturbing you again
Got other doubt , when you square
right hand side you get x^2 + ( iy-3i)^2
which dont simplify to x=y when solve
and on what basis did you square root ,
Is this also a rule in complex no.
i did read the question...Why does F(x)=(2x^2) -8x+5 for the domain 0<equal x <equal 5 does not have an inverse? What are the conditions for an inverse?
10 (ii)g(x)=4x^2 -24x +11 with domain x ≤ 1
Substitute 1
4-24+11=-9
but how do we know if its ≤ or ≥
The domain says x is less than 1 so x can be 0
Substitute 0
11
Which is more than -9 so f(x)≥ -9
iii) you do completing the square
4x^2 -24x +11 ----> 4(x-3)^2 -25 =y
make x the subject
3+- 0.5 root of (y+25)/4= x
we have to remove the +- to do that look at the domain if it says x≥ hen we use + if it says x≤ then we use - 3- o.5 root of (x+25) = g(x) inverse
the range of g(x) is the domain of g(x) inverse
x≥ -9
6(ii) fg(x)=1= 0.5(cosx) + pie/6
make cosx the subject
cox=(1-(pie/6) )*2 =0.952
x= cos inverse of 0.952 make sure your calculator is in radians mode
x=0.31 you can also get 5.97 but that does'nt come in the range
8(ii) you have show that it has a stationary point at x=-1
dy/dy = 2(3x+4)^3/2 - 6x - 8
substitute -1
2(-3+4)^3/2 +6 -8 =0
hence proved dy/ dx at x=-1 is 0 that is its stationary point
and now determine its nature find the derivative of derivative
which is= 3(3x+4)^1/2 (3) -6
substitute -1
= 9-6= +3 which is a positive value and the point it Minimum
(iii) Integrate dy/dx
you get
y=((4(3x+4)^5/2 )/15) -(3x^2)-(8x)+c
substitute y=5 and x=-1 you get c as -4/15
Dy/dx= -0.6xy
X=5e^-3t
T=0 y=70
Put y into the eq of dy/dt
- Is a minus ok?
Dy/dx= -0.6y(5e^-3t)
Dy/dt=-3ye^-3t
Putting the ts on one side aND the y on other
Dy(1/y)= dt -3e^-3t
Integrate both sides to remove the d
Lny= (-3e^-3t)/-3
ny=e^-3t +c
Wen t=0 y=70
Ln70= 1+c
C=ln70-1
Putting it bak into eq
Lny=e^-3t +ln 70 -1
Lny-ln70=e^-3t -1
By log property
Ln(y/70)= (e^-3t ) -1
y/70= e^((e^-3t)-1)
y=70 e^((e^-3t)-1)
plz read the question again.What are u saying? this is the question: STATE THE SMALLEST VALUE OF P FOR WHICH F IS ONE-ONE.
There are about 15 to 20 pages in one booklet as far as I remember and you are allowed to ask for as many booklets as you desire, in the end they'll provide you a clip that attaches all the booklets together and you just have to make sure to attach them in the right order.Can someone please answer this questions about As Math ( P1 & M1 )
i am a private candidate and I am a bit confused about the Answer Booklet/Paper,
how many pages it will be?
does it have a limited pages ?
can i solve questions randomly e.g ( solve last question first )
In mechanics do i have to draw a diagram?
Any help would be appreciated.
Thank you very much, really helpful information.There are about 15 to 20 pages in one booklet as far as I remember and you are allowed to ask for as many booklets as you desire, in the end they'll provide you a clip that attaches all the booklets together and you just have to make sure to attach them in the right order.
As for the questions I believe that you can answer in any order as you prefer just remember to write down the question number and part accurately.
Yes, in mechanics it is highly encouraged that you make diagrams that are well labeled and atleast clearly illustrated, however don't start wasting your time trying to replicate Picasso or Da Vinci making life like structures and stuff. (Joke tha hass lo ) So in short, be quick and draw just enough things that what you are doing is clear to the examiner. One more thing, you should write down formulas before substituting the values into them like first write down, 0.5mv^2 for kinetic energy and then input the values. If you need to ask any further questions feel free to ask here so that others can benefit from it too
Actually, a function has to be one to one in order to have an inverse so if it isn't one to one, it does not have an inverse.
Yup/
ohh yeah explain the kid plzActually, a function has to be one to one in order to have an inverse so if it isn't one to one, it does not have an inverse.
You technically copied what was written in the mark scheme. I would write something like this:i have a question .........http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s12_qp_13.pdf...... q1(ii) try,Is my working enough?
For almost 10 years, the site XtremePapers has been trying very hard to serve its users.
However, we are now struggling to cover its operational costs due to unforeseen circumstances. If we helped you in any way, kindly contribute and be the part of this effort. No act of kindness, no matter how small, is ever wasted.
Click here to Donate Now