Answer :
Let's solve the division problem step by step:
We need to find the result of [tex]\(697 \div 182\)[/tex].
1. Divide 697 by 182:
- Start by seeing how many times 182 can fit into 697.
- First, check how many times 182 goes into 697 without exceeding it.
2. Check the quotient by estimating:
- 182 fits into 697 about 3 times because [tex]\( 182 \times 3 = 546 \)[/tex] which is less than 697.
3. Calculate the remainder:
- Subtract 546 from 697, which is the product of 182 and 3.
- [tex]\( 697 - 546 = 151 \)[/tex].
So, the quotient is 3 and the remainder is 151.
Thus, the answer in terms of quotient and remainder is 3 r 151, which corresponds to option C.
We need to find the result of [tex]\(697 \div 182\)[/tex].
1. Divide 697 by 182:
- Start by seeing how many times 182 can fit into 697.
- First, check how many times 182 goes into 697 without exceeding it.
2. Check the quotient by estimating:
- 182 fits into 697 about 3 times because [tex]\( 182 \times 3 = 546 \)[/tex] which is less than 697.
3. Calculate the remainder:
- Subtract 546 from 697, which is the product of 182 and 3.
- [tex]\( 697 - 546 = 151 \)[/tex].
So, the quotient is 3 and the remainder is 151.
Thus, the answer in terms of quotient and remainder is 3 r 151, which corresponds to option C.
