Mass of one molecule of hydrogen?

Answer 1

Reduced mass is equal to memn/(me+mn)

where me is the mass of an electron and mn is the mass of the nucleus

me = 9.10938188 × 10-31 kilograms

mn = 1.67262158 × 10-27 kilograms

(found using Google calculator)

For hydrogen atom with one proton and one electron:

= [(9.10938188×10-31)(1.67262158×10-27)]/(9.10938188×10-31+ 1.67262158×10-27)

= 9.104423456 x 10-31 kilograms

Answer 2

If you check a Periodic Table, you'll see that Hydrogen actually has a mass of 1.00794.

Answer 3

The Mass is just like the mass of a hydrogen atom. its 8.66 like my dick

Answer 4

This isotope of hydrogen is the most common and is usually just called "hydrogen" and is annotated H11.

Answer 5

calculate reduced mass of H-atom . given that Mp=1836Me

Answer 6

{| |- | 9.109000E-31 |}

Answer 7

12.04*10^23