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Differential Calculus
Letf(x) =min{ x-[x] , -x-[x]}, -2<=x<=2 ;
g(x)=|2-|x-2|| ,-2<=x<=2
and h(x)=|sin x|/sinx,-2<=x<=2
and x not = 0.
on the basis of above information....
1)the no. of solution of the eqn..x2+[f(x)]2=1 is....{-1<=x<=1}
a)0 b)2 c)4 d)6
2) the rabge of f(x) ...
a) [0,0.5] b) [0,1] c)[0,2] d)none of these.
3) the sum of all the roots of the eqn g(x)-h(x)=0 is..{-2<=x<=2}
a)+ve b) -ve c)0 d)none of these..
4) The set of values of a such that eqn f(x)-a=0
a) a belongs to (0,0.5)
b)a belongs [0,0.5)
c)a belongs [0,1]
d) a belongs (0,1)
5) the value of integration of f(x)dx..{with limit -2 to 2} is
a)0 b) 1 c) 2 d) 8
HELP ME!
RATES ASSURED!
GIVE SOLUTIONS OR HINTS!
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