Question

Выражение 6×8:(4-4) не имеет смысла, так как на 0 делить нельзя. Как с помощью скобок можно изменить порядок выполнения действий , чтобы можно было вычеслить значение нового выражения?

Answer 1

6*(8:4)-4= 8
А можно вообще убрать скобки
6*8:4-4=8

Answer 2

6*(8:4)-4=8 Теперь у этого выражения есть ответ

Answer 3

Changing the Order of Operations to Evaluate the Expression

To change the order of operations in the expression 6×8:(4-4) so that it can be evaluated, we can use parentheses to prioritize the operations.

The original expression is: 6×8:(4-4)

To make it meaningful, we can use parentheses to change the order of operations. We can rewrite the expression as: 6×(8:4)-4

This new expression allows us to first perform the division inside the parentheses, and then multiply the result by 6, and finally subtract 4.

Evaluating the New Expression

Now, let's evaluate the new expression 6×(8:4)-4 step by step:

1. Division inside the parentheses: 8 ÷ 4 = 2 2. Multiplication: 6 × 2 = 12 3. Subtraction: 12 - 4 = 8

So, the value of the new expression 6×(8:4)-4 is 8.

By using parentheses to change the order of operations, we were able to evaluate the expression and obtain a meaningful result.