Q. 4.82

Question

For each of the following, write the symbol and name for X and the number of protons and neutrons. Which are isotopes of each other? (4.4 ,4.5)

a. 12447X

b. 11649X

c. 11650X

d. 12450X

e. 11648X

Step-by-Step Solution

Verified
Answer

a. The symbol is 12447Ag,  the element name is Silver (Ag), the number of protons is 47, neutrons is 77 , and no isotope.

b.  The symbol is 11649In the element name is Indium (In), the number of protons is  49, neutrons is 67  , and no isotope.

c.  The symbol is  11650Sn ,  the element name is Tin (Sn), the number of protons is  50, neutrons is  66,  and isotope with 12450Sn.

d. The symbol is  12450Sn ,  the element name is Tin (Sn), the number of protons is  50neutrons is  74,   and isotope with   11650Sn.

e. The symbol is  11648Cd,  the element name is Cadmium (Cd), the number of protons is 48neutrons is   68, and no isotope.

1Part (a) step 1: Given Information

We need to write the symbol name, element name,  the number of protons and neutrons and find the isotopes.

2Part (a) step 2: Simplify

The standard form is AzX

Here,

A is the atomic mass

Z is the atomic number

X is the name of the element.

We can observe that 12447X  has atomic number is 47according to the periodic table. The name of the element is Silver (Ag) and it has 47 protons.

now,

Subtract  a number of protons from atomic mass:

Neutrons =A-Z

Neutrons =124-47=77

There is no item with the same number of atomics. So, it has no isotope within the group.

3Part (b) step 1: Given Information

We need to write the symbol name, element name,  the number of protons and neutrons and find the isotopes.

4Part (b) step 2: Simplify

The standard form is AzX

Here,

A is the atomic mass

Z is the atomic number

X is the name of the element.

We can observe that 11649X has atomic number is  49 according to the periodic table. The name of the element is Indium (In) and it has 49 protons.

now,

Subtract  a number of protons from atomic mass:

Neutrons =A-Z

Neutrons =116-49=67

There is no item with the same number of atomics. So, it has no isotope within the group.

5Part (c) step 1: Given Information

We need to write the symbol name, element name,  the number of protons and neutrons and find the isotopes.

6Part (c) step 2: Simplify

The standard form is AzX

Here,

A is the atomic mass

Z is the atomic number

X is the name of the element.

We can observe that  11650X has atomic number is  50according to the periodic table. The name of the element is Tin (Sn) and it has  50 protons.

now,

Subtract  a number of protons from atomic mass:

Neutrons=A-Z

Neutrons =116-50=66

There is one item with the same number but a different atomic mass. So, it isotope is 12450X or 12450Sn.

7Part (d) step 1: Given Information

We need to write the symbol name, element name,  the number of protons and neutrons and find the isotopes.

8Part (d) step 2: Simplify

The standard form is AzX

Here,

A is the atomic mass

Z is the atomic number

X is the name of the element.

We can observe that   12450X has atomic number is 50 according to the periodic table. The name of the element is Tin (Sn) and it has   50 protons.

now,

Subtract  a number of protons from atomic mass:

Neutrons=A-Z

Neutrons =124-50=74

There is one item with the same number but a different atomic mass. So, it isotope is 11650X or 11650Sn.

9Part (e) step 1: Given Information

We need to write the symbol name, the number of protons and neutrons, and find the isotopes.

10Part (e) step 2: Simplify

The standard form is AzX

Here,

A is the atomic mass

Z is the atomic number

X is the name of the element.

We can observe that  11648X has atomic number is 48 according to the periodic table. The name of the element is Cadmium (Cd) and it has  48 protons.

now,

Subtract the number of protons from atomic mass:

Neutrons =A-Z

Neutrons =116-48=68

There is no item with the same number of atomics. So, it has no isotope within the group.