Home
Class 11
CHEMISTRY
Three moles of B(2)H(6) are completely...

Three moles of `B_(2)H_(6)` are completely reacted with methanol. The number of moles of boron containing products formed is ________.

Text Solution

Verified by Experts

`B_(2)H_(6)+6MeOH rarr 2B(Ome)_(3)+6H_(2)`
Diborane reacts with methanol to give hydrogen and trimethoxyborate easter.
Doubtnut Promotions Banner Mobile Dark
|

Topper's Solved these Questions

  • APPENDIX - INORGANIC VOLUME 1

    CENGAGE CHEMISTRY ENGLISH|Exercise chapter-7 Single correct answer|1 Videos

  • APPENDIX - INORGANIC VOLUME 1

    CENGAGE CHEMISTRY ENGLISH|Exercise chapter-6 Single correct answer|1 Videos

  • ALKYNES

    CENGAGE CHEMISTRY ENGLISH|Exercise Exercises (Archives - Analytical and Desriptive Type)|4 Videos

  • ATOMIC STRUCTURE

    CENGAGE CHEMISTRY ENGLISH|Exercise Concept Applicationexercise(4.3)|19 Videos

Similar Questions

Explore conceptually related problems

Three moles of B_(2)H_(6) are completely reacted with methanol. The number of moles of boron containing product formed is.

The number of moles of Methanol in 480 g is

B_(2)H_(6) on reaction with methanol does not form

The number of moles of H_(2)O_(2) required to completely react with 400 ml of 0.5 N KMnO_(4) in acidic medium are

How many moles of CH_(3)OH required to react completely with (B) ?

In three moles of ethane (C_(2)H_(6)) , calculate the following: (i) Number of moles of carbon atoms. (ii) Number of moles of hydrogen atoms. (iii) Number of molecules of ethane.

0.5 mole of H_(2)SO_(4) is mixed with 0.2 mole of Ca(OH)_(2) . The maximum number of mole of CaSO_(4) formed is:

In one mole of ethane (C_(2)H_(6)) , calculate the following: a. Number of moles of carbon atoms b. Number of moles of hydrogen stoms c. Number of molecules of ethane.

1- Methylcyclohexene is allowed to react with B_(2)H_(6) . The product is then treated with H_(2)O_(2) and NaOH . The reaction is - The product formed is

One mole of H_(2) and 2 moles of I_(2) are taken initially in a two litre vessel. The number of moles of H_(2) at equilibrium is 0.2. Then the number of moles of I_(2) and HI at equilibrium is

Home
Profile