Question

(419+96)×(1010-31248÷62)-72×1500=(174208-207×(563+44))÷333+2079÷77​

Answer 1

(419+96)×(1010-31248÷62)-72×1500=

(174208-207×(563+44))÷333+2079÷77​

Сложим и разделим

1) 515(1010-504)-108000=(174208-207*607):333+27

Вычтем и умножим

2) 515*506-108000=(174208-125649):333+27

Вычтем и умножим

3) 260590-108000=48559:333+27

Вычтем и запишем деление в виде дроби

4) 152590=48559/333+27

Вычислим сумму

5) 152590=57550/333

Упростим равенство

6) 50812470=57550

Проверим равенство

7) 50812470=57550-вывод равенство ложное

Равенство неверно, поскольку его левая и правая части различны

Ответ: Ложь

Answer 2

Let's break down the equation step by step:

Left-hand side: (419 + 96) × (1010 - 31248 ÷ 62) - 72 × 1500

First, let's calculate the values inside the parentheses: (419 + 96) = 515

Next, let's calculate the value inside the second set of parentheses: (1010 - 31248 ÷ 62) = 1010 - 504 = 506

Now, let's substitute these values back into the equation: 515 × 506 - 72 × 1500

Performing the multiplications: 260,390 - 108,000

Now, subtracting these values: 152,390

Right-hand side: (174208 - 207 × (563 + 44)) ÷ 333 + 2079 ÷ 77

First, let's calculate the value inside the first set of parentheses: (563 + 44) = 607

Now, let's substitute these values back into the equation: 174208 - 207 × 607 ÷ 333 + 2079 ÷ 77

Performing the multiplications and divisions: 174208 - 207 × 607 ÷ 333 + 2079 ÷ 77 174208 - 124,989 ÷ 333 + 2079 ÷ 77

Calculating the divisions: 174208 - 376 + 26.987

Now, performing the remaining addition and subtraction: 174208 - 376 + 26.987 173,857.987

So, the left-hand side of the equation is 152,390, and the right-hand side is approximately 173,857.987. Therefore, the equation is not balanced as the left-hand side does not equal the right-hand side.