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2^(1998)-2^(1997)-2^(1996)+2^(1995)=" K....

`2^(1998)-2^(1997)-2^(1996)+2^(1995)=" K."2^(1995)"`

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The simplified value of 1998^(2)-1997^(2)+1996^(2)-1995^(2)+1994^(2)-1993^(2) is (a) 11953(b)11958(c)11963(d)11973

(999)^(2)-(998)^(2)=?1992(b)1995(c)1997 (d) 1998

f:R rarr R is given by f(x)=(a^(x))/(a^(x)+sqrt(a)) , x in R , then f((1)/(1997))+f((2)/(1997))+.....+f((1995)/(1997))+f((1996)/(1997))= (A) 997 (B) 998 (C) 1997 (D) 1998

Let f(x)=(9^x)/(9^x+3) . Show f(x)+f(1-x)=1 and, hence, evaluate. f(1/(1996))+f(2/(1996))+f(3/(1996))++f((1995)/(1996))

Let f(x)=(9^x)/(9^x+3) . Show f(x)+f(1-x)=1 and, hence, evaluate. f(1/(1996))+f(2/(1996))+f(3/(1996))++f((1995)/(1996))

Let f(x)=(9^x)/(9^x+3) . Show f(x)+f(1-x)=1 and, hence, evaluate. f(1/(1996))+f(2/(1996))+f(3/(1996))+...+f((1995)/(1996))

Let f(x)=(9^x)/(9^x+3) . Show f(x)+f(1-x)=1 and, hence, evaluate. f(1/(1996))+f(2/(1996))+f(3/(1996))++f((1995)/(1996))

Let f(x)=(9^x)/(9^x+3) . Show f(x)+f(1-x)=1 and, hence, evaluate. f(1/(1996))+f(2/(1996))+f(3/(1996))++f((1995)/(1996))

f: R to R is given by: f(x)= a^(x)/(a^(x) + sqrt(a)) AA x in R , then f(1/1997) + f(2/1997) + ……+f(1995)/(1997) +f(1996)/(1997) =