[" Q1.HCF of "168" and "126" is "x],[" 0"21],[" 0"42],[" O "14],[" O "18]

Find the HCF of 0.9 , 0.36 and 1.80 .

If |[2x,-1],[4,2]|=|[3,0],[2,1]| then "x" is

If |[2x,-1],[4,2]|=|[3,0],[2,1]| then x is

What is the HCF of 3.0 , 1.2 and 0.06 ?

Let p(x) be a function defined on R such that p '(x)""=""p '(1""""x) , for all x in [0,""1],""p(0)""=""1 and p(1)""=""41 . Then int_0^1p(x)dx equals (1) 21 (2) 41 (3) 42 (4) sqrt(41)

Let p(x) be a function defined on R such that p '(x)""=""p '(1-x) , for all x in [0,""1],""p(0)""=""1 and p(1)""=""41 . Then int_0^1p(x)dx equals (1) 21 (2) 41 (3) 42 (4) sqrt(41)

Solve for x: |[x^2+1,0,3x+2],[x,2,1],[4x,-1,0]|=0

If HCF of p and q is x and q = xy , then the LCM of p and q is