please explain ur approach.. i calculated f(3) f(4) and so on till f(..
just going by ur approach as a straight forward method, we can calculate the corresponding f(x) values where we are getting f( 8 ) = 13 f(7)=-8 & f(4)=2 so f(7) + f(4) = -6+2 = -4
chandrakant.k Says
yeah thanku 😃 some silly mistakes which i always do ... btw is tat the normal approach??? or any other approach??
If you observe you can see that f(n)=*(n-1)th Fibonacci number......for n>1.....
So thats one more way to look at it.....but finding out nth Fibonacci is not easy for large n.....and hence the iterative method seems to be the simplest......
Help on this!!! LOD2 from functions page number 389 p.no 41 if f(x)=1/g(x) then which of the following s correct? a) f(f(g(f(x)))) = f(g(g(f((f(x))))) b) f(g(g(f(f(x))))) = f(f(g(g(g(x))))) c) g(g(f(f(g(f(x))))))= f(f(g(g(f((g(x)))) d) f(g(g(g(f(x))))) = g(g(f(f(f(x)))))) ufff type karne me hi itna mushkil hai, solve karne ki to door ki baat hai:p
Now go by options , u should get it in about 2 mins
But the problem here is, both option B and C satisfy.
So either the OA by arun sharma is incorrect, or my approach. But i dont see where i'm going wrong..Maybe you can figure that out
Thanks for ur approach. The OA given is c and even i m getting c. b i m getting LHS as in (2) f(g(g(f(f(x))))) = f(f(g(g(g(x))))) f(g(g(f(x)))= f(f(g(g(1/x) f(g(g(x)))= f(f(g(x))) f(g(1/x))= f(f(1/x)) f(x)=f(1/x) so not equal... hope i m correct...
Can someone please help me out with this problem??
Both options satisfy. This can be arrived by simple observation of options . But incase you want to be doubly sure, reduce the equation to a quadratic in x or in y. It'll be of the form 6a^2-13a+6=0
Since coefficient of x^2 = Coefficient of constant term, we will get two roots which will be reciprocal, also since D>0, these roots happen to be real. So there shouldn't be any ambiguity whatsoever.
Hi puys...GM...Can someone please help me out with this problem? LOD 1...Time and distance
A starts from a point that is on the circumference of a circle, moves 600 metre in the North direction and then again moves 800 metre East and reaches a point diametrically opposite the starting point. Find the diameter of the circle? a)1000 m b)500 m c)800 m d)900 m
Hi puys...GM...Can someone please help me out with this problem? LOD 1...Time and distance
A starts from a point that is on the circumference of a circle, moves 600 metre in the North direction and then again moves 800 metre East and reaches a point diametrically opposite the starting point. Find the diameter of the circle? a)1000 m b)500 m c)800 m d)900 m
A starts from a point that is on the circumference of a circle, moves 600 metre in the North direction and then again moves 800 metre East and reaches a point diametrically opposite the starting point. Find the diameter of the circle? a)1000 m b)500 m c)800 m d)900 m
No need to do anything.As the question involves diameter and the numbers 800,600 the answer will be 1000.
A newspaper agent sells TOI, HT, IN in equal numbers to 302 persons. Seven get HT and IN, 7 got HT and IN, 12 get TOI and IN , 9 get TOI and HT and 3 get all the three newspapers.
Question number : 37 . What percent get TOI or HT but not IN?
Question number : 39 . The difference between the number reading HT and IN only and HT only is?