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Mathematics: Post your doubts here!

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-----Hei guys,have a doubt here.In question 6(11),why does the r is equal to zero?
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s13_qp_31.pdf

-----Guys n how do u make 32ln4-8ln2=56ln2.Thanks in advance


----Last question guys.The question 8(b) from the same paper.Thanks guys.Seriously have no idea.Sorry for asking many questions,but i need help from u guys.Thanks a lot.
32ln4-8ln2
8 into 4 ln4-8ln2
8ln256-8ln2
8(ln256/2)
8ln128
8ln2*7
56ln2
 
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Do u mean this que 2(3^x-1)=3^x
If that is the one,expand the mod n u will get 2(3^x)-2(1)=3^x
then 2(3^x)-1(3^x)=2
(3^x)=2
then u can get the x.
I hope it helps.
 
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sumeru,Bro thanks for the solution today man.But i dont get a slight part in it.I underlined it here.Do u mind to explain it to me man.It can't be integration by parts.So whats it?Thanks man.Sorry man,very dumb in maths.
 

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Hi ,this is the way.Ok .
from part 1 u get=>>-tant
given point is(acos^3t,asin^3t)----->These r the coordinates
y-y1=m(x-x1)
y-asin^3t=-tant(x-acos^3t)
U continue expanding it n u will get it....
Can you solve part iii ,
 
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Can you solve part ii & iii , i cant get it even with expanding

oo.Sorry for that eqn.It actually is the same eqn like y=mx+c but only differnt in form.I continue from what i said above
y-asin^3t=-sint/cost(x-acos^3t)
so bring the cos the otherside,,,,ycost-asin^3tcost=-xsint+asintcos^3t
simplify the rhs eqn with a sintcost
so u get finally xsint+ycost=asintcost

For the 3rd part.use the eqn of part 2
when yintecept,x=o so x=acost
when x intercept,y=o so y=asint
so for finding the length,u use the formula of distance------>(xy)=sqr root of( (acost)^2+(asint)^2)
 
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