Question

Как решить пример столбиком 5598÷66 желательно побыстрее! Заранее спасибо!

Answer 1

84.818181 Это весь пример

Answer 2

Solving the Division Problem 5598 ÷ 66

To solve the division problem 5598 ÷ 66 using long division, follow these steps:

1. Set Up the Problem: - Write the dividend (5598) inside the division symbol, and write the divisor (66) outside the division symbol.

2. Divide: - Begin by dividing the leftmost digit of the dividend by the divisor. If the divisor is larger than the first digit, consider the first two digits. - In this case, 55 is the first number to consider.

3. Multiply and Subtract: - Multiply the divisor by the quotient obtained from the previous step, and write the result below the dividend. - Subtract the result from the dividend, and bring down the next digit to the right of the remainder.

4. Repeat: - Repeat the process until all the digits in the dividend have been considered.

Let's calculate the result step by step.

Step 1: Divide 55 by 66

The first step is to divide 55 by 66. Since 55 is less than 66, we consider the next digit as well.

Step 2: Divide 559 by 66

Next, we consider 559 and divide it by 66.

Step 3: Divide 5598 by 66

Finally, we consider 5598 and divide it by 66 to obtain the quotient and remainder.

Let's calculate the result.