Answer :
To solve the division problem [tex]\(1564 \div 234\)[/tex], we need to find both the quotient and the remainder.
1. Estimate the Quotient:
Start by estimating how many times 234 can fit into 1564 without going over.
2. Calculate the Quotient:
- 234 fits into 1564 a total of 6 times. This means the quotient is 6.
3. Calculate the Product for Subtraction:
- Multiply the quotient (6) by the divisor (234):
[tex]\(6 \times 234 = 1404\)[/tex].
4. Find the Remainder:
- Subtract this product from the dividend (1564):
[tex]\(1564 - 1404 = 160\)[/tex].
Therefore, the result of [tex]\(1564 \div 234\)[/tex] is [tex]\(6\)[/tex] with a remainder of [tex]\(160\)[/tex].
The correct answer is:
A. 6 r 160
1. Estimate the Quotient:
Start by estimating how many times 234 can fit into 1564 without going over.
2. Calculate the Quotient:
- 234 fits into 1564 a total of 6 times. This means the quotient is 6.
3. Calculate the Product for Subtraction:
- Multiply the quotient (6) by the divisor (234):
[tex]\(6 \times 234 = 1404\)[/tex].
4. Find the Remainder:
- Subtract this product from the dividend (1564):
[tex]\(1564 - 1404 = 160\)[/tex].
Therefore, the result of [tex]\(1564 \div 234\)[/tex] is [tex]\(6\)[/tex] with a remainder of [tex]\(160\)[/tex].
The correct answer is:
A. 6 r 160
