If `|a x^2+b x+c|lt=1` for all `x` in [0, 1], then `|a|lt=8` b. `|b|>8` c. `|c|lt=2` d. `|a|+|b|+|c|lt=19`

If |a x^2+b x+c|lt=1 for all x in [0, 1], then a. |a|lt=8 b. |b|>8 c. |c|lt=1 d. |a|+|b|+|c|=19

If |a x^2+b x+c|lt=1 for all x in [0, 1], then a. |a|lt=8 b. |b|>8 c. |c|lt=1 d. |a|+|b|+|c|=17

If a gt b, " then " (a)/(c) lt (b)/(c) for all a, b and c in R , where c lt 0 . (True /False)

If a = cos (2012 pi), b = sec (2013 pi) and c = tan (2014 pi) then a. a lt b lt c b. b lt c lt a c. c lt b lt a d. a=b lt c

if A=sin^2x-4sinx+2 then, for x in R a. -1lt=Alt=8 b. -1lt=Alt=7 c. -1lt=Alt=9 d. None of these

If a lt b lt c , then find the range of f(x)="|x-a|+|x-b|+|x-c|

If a lt b lt c , then find the range of f(x)="|x-a|+|x-b|+|x-c|

If a lt b lt c , then find the range of f(x)="|x-a|+|x-b|+|x-c|

Function f(x) = |x| - |x - 1| is monotonically increasing when a) x lt 0 b) x gt 1 c) x lt 1 d) 0 lt x lt 1

If alpha, beta be the roots of 4x^(8) - 16x + c = 0, c in R such that 1 lt alpha lt 2 and 2 lt beta lt 3 , then the number of integral values of c is