Two hydrocarbons (X) and (Y) have the same molecular formula `C_(3)H_(6)` Baeyer's reagent canb e colourised by (X) but not by (Y). Both (X) and (Y) on catalytic hydrogenation gives same product (Z). Identity X,Y and Z.

Two isomeric compounds X and Y have the molecular formula C_(7)H_(7)OH . X gives purple colour with FeCl_(3) while Y does not. What are X and Y ?

X,Y,Z have same molecular formula (C_(3)H_(4)) but X,Y,Z have different IUPAC name. If X is cyclic alkene and Y is alkyne then what is true about Z.

An optically active hydrocarbon X has molecular formula C_(6)H_(12) . X on catalytic hydrogenation gives optically inactive C_(6)H_(14).X could be

A liquid (X) having a molecular formula C_(6) H_(12) O_(2) is hydrolysed with water in the presence of an acid to give a carboxylic acid (Y) and an alcohol (Z) . Oxidation of (Z) with chrome acid gives (Y) . What are the structures of (X), (Y) , and (Z) ?

A compound X of the formula C_(2)H_(6)O on reaction with Na metal gave Y, X also reacts with PC1_(5) to give Z the product obtained in the reaction between Y and Z is

An alkyl halide (X) of the folmula C_(6)H_(13)Cl on treatment with potassium tertiary butoxide gives two isomeric alkenes (Y) and (Z)(C_(6)H_(12)) . Both the alkenes on hydrogenation give 2,3- dimethyl butane. Perdict the structures of (X),(Y) , and (Z)

An organic compound containing (x) with molecular formula C_(8)H_(8)O forms an oragne-red precipitate with 2,- -DNP reagent and gives yellow precipitate on heating with ioxdine in the presence of sodium hydroxide. It neither reduces Tollen's Fehlling's reagent, nor does it decolouries bromine water or Baeyer's reagent. On drastic oxidation with chromic acid, it gives a carboxylic acid (Y) having molcular formula C_(7)H_(6)O_(2) . Identify the compounds X and Y.

Given area three cylindrical bukets X,Y.Z whose circular bases are of radii 1,2,3 units ,respectively . Intially Water is filled in these bukets upto the same water transferred from Z to X so that they both have the same volume of water Some water is then transferred between X and y so that they both have same volume of water if h_(z) denote the heights of water at this stage in the bukets y, z, respectively , then the ratio (h_(y))/(h_(z)) equals -