Home
Class 12
CHEMISTRY
The most abundant elements by mass in th...

The most abundant elements by mass in the body of a healthy human adult are: Oxygen (61.4%), Carbon (22.9%), Hydrogen (10.0%), and Nitrogen (2.6%). The weight which a 75 kg person would gain if all `.^(1)H` atoms are replaced by `.^(2)H` atoms is:

A

37.5 kg

B

7.5 kg

C

10 kg

D

15 kg

Text Solution

Verified by Experts

The correct Answer is:
B

75 kg person contains 10% hydrogen i.e. 7.5 kg hydrogen.
If all H atoms are replaced by , `""^(2)H` the weight of hydrogen become twice i.e. it increases by 7.5 kg.
Promotional Banner

Similar Questions

Explore conceptually related problems

A certain alkaloid has 70.8% carbon, 6.2% hydrogen, 4.1% nitrogen and the rest oxgen. What is its empirical formula :

An organic compound containing oxygen, carbon, Hydrogen and nitrogen contains 20% C, 6.7% H and 46.67% N. Its molecular weight was found to be 60. The molecular formula of the compound is

An organic compound contains 40% carbons atom 6.67% hydrogen atoms and remaining oxygen atoms by mass. The empirical formula will be-

In the atomic weight determination, Dalton suggested the formula of water as HO and the composition of water as hydrogen = 12% and oxygen = 87.5%, by weight. What should be the atomic weight of oxygen on H-scale, on the basis of this information?

The different pure samples of sugar contained 51.4% oxygen, 42.1% carbon and 6.5% hydrogen by weight. This data is supported by _______ .

Adenine is a substituted form of a heterocyclic nitrogenous base Purine. Adenine is found in both polymers DNA and RNA . Adenine is composed of the elements carbon, hydrogen and nitrogen and has molecular mass of 13.5 amu . Upon analysis, it was found that the ratio of % (by w.t. ) of carbon to that of total % (by wt ) of hydrgoen and nitrogen was found to be 4:5 respectively. The ratio of number of N atoms to hydrogen atoms is 1 : 1 . Now, answer the following questions: The amount of glucose (C_(6)H_(12)O_(6)) obtained when all the carbon in 36 mg of adenine is converted into glucose is :