a) $98 \div 11$
b) $\frac{764}{19}$
c) $\frac{798}{8 \times 41}$
Answer (2)
Divide 98 by 11: 98 ÷ 11 ≈ 8.91 .
Divide 764 by 19: 19 764 ≈ 40.21 .
Calculate 8 times 41, which equals 328, then divide 798 by 328: 8 × 41 798 = 328 798 ≈ 2.43 .
The results of the divisions are approximately 8.91 , 40.21 , 2.43 .
Explanation
Problem Analysis We are asked to evaluate three division problems: a) 98 ÷ 11 b) 19 764 c) 8 × 41 798
Solving a) a) To evaluate 98 ÷ 11 , we perform the division. The result is approximately 8.91.
Solving b) b) To evaluate 19 764 , we perform the division. The result is approximately 40.21.
Solving c) c) To evaluate 8 × 41 798 , we first calculate the denominator: 8 × 41 = 328 . Then we perform the division 328 798 . The result is approximately 2.43.
Final Answer Therefore, the answers are: a) 98 ÷ 11 ≈ 8.91 b) 19 764 ≈ 40.21 c) 8 × 41 798 ≈ 2.43
Examples
Understanding division is crucial in everyday scenarios, such as splitting a restaurant bill among friends. If the total bill is $98 and 11 friends are splitting it, each person owes approximately $8.91. Similarly, if you have 764 apples to distribute among 19 people, each person gets about 40.21 apples. Lastly, if you're dividing 798 candies into 8 groups of 41 children each, each group gets approximately 2.43 candies.
The approximate answers for the division problems are: a) 8.91, b) 40.21, and c) 2.43. Each result is derived from performing basic division calculations. These calculations are useful in everyday situations involving sharing or distributing quantities.
;
