Water decomposes to `O_(2)` and `H_(2)` under suitable conditions as represented by the equation below :
`H_(2)Oto2H_(2)+O_(2)`
the `2500cm^(3)` is subjected to `2(1)/2` times increase in pressure (temp. remaining constant). What volume of `H_(2)` will now occupy ?

Water decomposes to O_(2) and H_(2) under suitable conditions as represented by the equation below : H_(2)Oto2H_(2)+O_(2) taking the value of H_(2) what changes must be made in kelvin (absolute) temperature to return the volume to 2500 cm^(3) pressure remaining constant. (Use:5000/7cc=V2)

Balance the chemical equation: H_(2) O _(2) to H _(2)O

Write balanced equations for: B_(2)H_(6)+H_(2)Oto

Complete the following equations : P_(2)O_(5)+H_(2)Oto

Balance the following equation: Al+H_(2)OtoAl_(2)O_(3)+H_(2)

Compare the stuctures of H_(2)O and H_(2)O_(2) .

H_(2)O and H_(2)O_(2) resemble in

Compare the chemical properties of H_(2)O and H_(2)O_(2) .

Balance the following equation: Fe_(2)O_(3)+H_(2)toFe+H_(2)O

Equation H_(2)S+H_(2)O_(2) rarr S+2H_(2)O represents