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Answer :
Let's go through the division problems step-by-step using partial quotients:
1. Dividing 92 by 4
- Start with 92 and determine how many times 4 can be subtracted.
- 92 divided by 4 gives us a quotient of 23.
- 92 minus 92 (4 times 23) is 0, so there is no remainder.
[tex]\[
\text{Quotient: } 23, \text{ Remainder: } 0
\][/tex]
2. Dividing 36 by 2
- Start with 36 and determine how many times 2 can be subtracted.
- 36 divided by 2 gives us a quotient of 18.
- 36 minus 36 (2 times 18) is 0, so there is no remainder.
[tex]\[
\text{Quotient: } 18, \text{ Remainder: } 0
\][/tex]
3. Dividing 75 by 5
- Start with 75 and determine how many times 5 can be subtracted.
- 75 divided by 5 gives us a quotient of 15.
- 75 minus 75 (5 times 15) is 0, so there is no remainder.
[tex]\[
\text{Quotient: } 15, \text{ Remainder: } 0
\][/tex]
4. Dividing 7 by 3
- Start with 7 and determine how many times 3 can be subtracted.
- 7 divided by 3 gives us a quotient of 2.
- 6 (3 times 2) is subtracted from 7, resulting in a remainder of 1.
[tex]\[
\text{Quotient: } 2, \text{ Remainder: } 1
\][/tex]
These steps give us the results for each division using partial quotients.
1. Dividing 92 by 4
- Start with 92 and determine how many times 4 can be subtracted.
- 92 divided by 4 gives us a quotient of 23.
- 92 minus 92 (4 times 23) is 0, so there is no remainder.
[tex]\[
\text{Quotient: } 23, \text{ Remainder: } 0
\][/tex]
2. Dividing 36 by 2
- Start with 36 and determine how many times 2 can be subtracted.
- 36 divided by 2 gives us a quotient of 18.
- 36 minus 36 (2 times 18) is 0, so there is no remainder.
[tex]\[
\text{Quotient: } 18, \text{ Remainder: } 0
\][/tex]
3. Dividing 75 by 5
- Start with 75 and determine how many times 5 can be subtracted.
- 75 divided by 5 gives us a quotient of 15.
- 75 minus 75 (5 times 15) is 0, so there is no remainder.
[tex]\[
\text{Quotient: } 15, \text{ Remainder: } 0
\][/tex]
4. Dividing 7 by 3
- Start with 7 and determine how many times 3 can be subtracted.
- 7 divided by 3 gives us a quotient of 2.
- 6 (3 times 2) is subtracted from 7, resulting in a remainder of 1.
[tex]\[
\text{Quotient: } 2, \text{ Remainder: } 1
\][/tex]
These steps give us the results for each division using partial quotients.
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