What is the number of moles of `Fe(OH)_(3)` (s) that can be produced by allowing 1 mole of `Fe_(2)S_(3)`, 2 moles of `H_(2)O` and 3 moles of `O_(2)` to react as : `2Fe_(2)S_(3) + 6H_(2)O + 3O_2 rarr 4Fe(OH)_(3) + 6S` ?

The number of moles of Fe_(2)O_(3) formed when 0.5 moles of O_(2) and 0.5 moles of Fe are allowed to react are

The number of moles of Fe_(2)O_(3) formed when 0.5 moles of O_(2) and 0.5 moles of Fe are allowed to react are

The number of moles of Fe_(2)O_(3) formed when 5.6 lit of O_(2) reacts with 5.6g of Fe?

Fe_(2)O_(3)+3H_(2) rarr 2Fe+3H_(2)O ( reference to iron )

Moles of iron which can be made from Fe_(2)O_(3) by the use of 294 g of carbon monoxide in the reaction : Fe_(2)O_(3) + 3 CO to 2Fe + CO_(2) are:

Consider the following reactions. 2Fe_(2) S_(3)(s) + 6 H_(2) O(l)+3 " O"_(2)(g) rarr 4" Fe"(OH)_(3)(s)+6S The number of moles of Fe_(2) S_(3) are 2, H_(2)O is 2 and 3 moles of O_(2) to react. Then find no. of moles of Fe(OH)_3 are