Answer:

Explanation:
The average atomic mass is the sum of the product of the given masses and their abundances. We have to complete two steps for each isotope, then add all the products together.
<u>Fe-54</u>
Convert the percent abundance to a decimal by dividing by 100.
Multiply the abundance as a decimal by the mass number. This is the number after the element in the isotope symbol (54 amu).
<u>Fe-56</u>
Convert the percent to a decimal.
Multiply the decimal by the mass number (56 amu).
- 0.91754 * 56= 51.38224 amu
<u>Fe-58</u>
Convert the percent to a decimal.
Multiply by the mass number (58 amu).
- 0.02119 * 58 = 1.22902 amu
<u>Average Atomic Mass</u>
Add all the products together to find the average atomic mass.
- 3.1563 amu + 51.38224 amu + 1.22902 amu =55.76756 amu
The average atomic mass given the percent abundance is <u>55.7656 atomic mass units.</u>
Answer is (1) - less mass and greater penetrating power.
Alpha particle is a ₂⁴He nucleus while beta particles are electrons. Hence, the mass of alpha particle is greater than the mass of beta particle. But, the penetrating power is higher in beta particle than alpha particle. Alpha particles can be blocked by few papers but beta particles can go through those papers.
<u>Answer:</u> The value of
for the equation is 
<u>Explanation:</u>
The given chemical reaction is:

The chemical equation for which the equilibrium constant is to be calculated follows:

As, the equation is the result of the reverse of given reaction. So, the equilibrium constant for the equation will be the inverse of equilibrium constant for the given reaction.
The value of equilibrium constant for the equation is:

We are given:

Putting values in above equation, we get:

Hence, the value of
for the equation is 